Example 1:In the cartesian plane, find distance between the two points (-88,-96) and (-31,-18).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-88) - (-31))² + ((-96) - (-18))²)^1/2 = ( ((-57))² + ((-78))²)^1/2 
= (9333)^1/2 = 96.61 units

Example 2:In the cartesian plane, find distance between the two points (-23,-7) and (-77,-22).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-23) - (-77))² + ((-7) - (-22))²)^1/2 = ( ((54))² + ((15))²)^1/2 
= (3141)^1/2 = 56.04 units

Example 3:In the cartesian plane, find distance between the two points (-65,-1) and (-10,-16).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-65) - (-10))² + ((-1) - (-16))²)^1/2 = ( ((-55))² + ((15))²)^1/2 
= (3250)^1/2 = 57.01 units

Example 4:In the cartesian plane, find distance between the two points (-3,-14) and (-99,-77).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-3) - (-99))² + ((-14) - (-77))²)^1/2 = ( ((96))² + ((63))²)^1/2 
= (13185)^1/2 = 114.83 units

Example 5:In the cartesian plane, find distance between the two points (-92,-96) and (-56,-19).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-92) - (-56))² + ((-96) - (-19))²)^1/2 = ( ((-36))² + ((-77))²)^1/2 
= (7225)^1/2 = 85.0 units

Example 6:In the cartesian plane, find distance between the two points (-5,-12) and (-45,-96).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-5) - (-45))² + ((-12) - (-96))²)^1/2 = ( ((40))² + ((84))²)^1/2 
= (8656)^1/2 = 93.04 units

Example 7:In the cartesian plane, find distance between the two points (-93,-76) and (-40,-29).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-93) - (-40))² + ((-76) - (-29))²)^1/2 = ( ((-53))² + ((-47))²)^1/2 
= (5018)^1/2 = 70.84 units

Example 8:In the cartesian plane, find distance between the two points (-78,-96) and (-100,-25).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-78) - (-100))² + ((-96) - (-25))²)^1/2 = ( ((22))² + ((-71))²)^1/2 
= (5525)^1/2 = 74.33 units

Example 9:In the cartesian plane, find distance between the two points (-62,-36) and (-78,-24).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-62) - (-78))² + ((-36) - (-24))²)^1/2 = ( ((16))² + ((-12))²)^1/2 
= (400)^1/2 = 20.0 units

Example 10:In the cartesian plane, find distance between the two points (-28,-69) and (-80,-74).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-28) - (-80))² + ((-69) - (-74))²)^1/2 = ( ((52))² + ((5))²)^1/2 
= (2729)^1/2 = 52.24 units

Example 11:In the cartesian plane, find distance between the two points (-35,-38) and (-33,-64).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-35) - (-33))² + ((-38) - (-64))²)^1/2 = ( ((-2))² + ((26))²)^1/2 
= (680)^1/2 = 26.08 units

Example 12:In the cartesian plane, find distance between the two points (-23,-99) and (-11,-54).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-23) - (-11))² + ((-99) - (-54))²)^1/2 = ( ((-12))² + ((-45))²)^1/2 
= (2169)^1/2 = 46.57 units

Example 13:In the cartesian plane, find distance between the two points (-46,-96) and (-45,-23).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-46) - (-45))² + ((-96) - (-23))²)^1/2 = ( ((-1))² + ((-73))²)^1/2 
= (5330)^1/2 = 73.01 units

Example 14:In the cartesian plane, find distance between the two points (-17,-9) and (-22,-63).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-17) - (-22))² + ((-9) - (-63))²)^1/2 = ( ((5))² + ((54))²)^1/2 
= (2941)^1/2 = 54.23 units

Example 15:In the cartesian plane, find distance between the two points (-84,-1) and (-54,-91).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-84) - (-54))² + ((-1) - (-91))²)^1/2 = ( ((-30))² + ((90))²)^1/2 
= (9000)^1/2 = 94.87 units

Example 16:In the cartesian plane, find distance between the two points (-15,-58) and (-59,-41).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-15) - (-59))² + ((-58) - (-41))²)^1/2 = ( ((44))² + ((-17))²)^1/2 
= (2225)^1/2 = 47.17 units

Example 17:In the cartesian plane, find distance between the two points (-23,-3) and (-50,-69).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-23) - (-50))² + ((-3) - (-69))²)^1/2 = ( ((27))² + ((66))²)^1/2 
= (5085)^1/2 = 71.31 units

Example 18:In the cartesian plane, find distance between the two points (-8,-36) and (-85,-50).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-8) - (-85))² + ((-36) - (-50))²)^1/2 = ( ((77))² + ((14))²)^1/2 
= (6125)^1/2 = 78.26 units

Example 19:In the cartesian plane, find distance between the two points (-82,-1) and (-85,-85).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-82) - (-85))² + ((-1) - (-85))²)^1/2 = ( ((3))² + ((84))²)^1/2 
= (7065)^1/2 = 84.05 units

Example 20:In the cartesian plane, find distance between the two points (-13,-91) and (-11,-24).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-13) - (-11))² + ((-91) - (-24))²)^1/2 = ( ((-2))² + ((-67))²)^1/2 
= (4493)^1/2 = 67.03 units

Example 21:In the cartesian plane, find distance between the two points (-37,-22) and (-84,-32).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-37) - (-84))² + ((-22) - (-32))²)^1/2 = ( ((47))² + ((10))²)^1/2 
= (2309)^1/2 = 48.05 units

Example 22:In the cartesian plane, find distance between the two points (-18,-98) and (-65,-93).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-18) - (-65))² + ((-98) - (-93))²)^1/2 = ( ((47))² + ((-5))²)^1/2 
= (2234)^1/2 = 47.27 units

Example 23:In the cartesian plane, find distance between the two points (-43,-44) and (-3,-70).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-43) - (-3))² + ((-44) - (-70))²)^1/2 = ( ((-40))² + ((26))²)^1/2 
= (2276)^1/2 = 47.71 units

Example 24:In the cartesian plane, find distance between the two points (-25,-6) and (-26,-63).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-25) - (-26))² + ((-6) - (-63))²)^1/2 = ( ((1))² + ((57))²)^1/2 
= (3250)^1/2 = 57.01 units

Example 25:In the cartesian plane, find distance between the two points (-18,-69) and (-90,-29).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-18) - (-90))² + ((-69) - (-29))²)^1/2 = ( ((72))² + ((-40))²)^1/2 
= (6784)^1/2 = 82.37 units

Example 26:In the cartesian plane, find distance between the two points (-55,-54) and (-72,-59).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-55) - (-72))² + ((-54) - (-59))²)^1/2 = ( ((17))² + ((5))²)^1/2 
= (314)^1/2 = 17.72 units

Example 27:In the cartesian plane, find distance between the two points (-42,-100) and (-43,-79).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-42) - (-43))² + ((-100) - (-79))²)^1/2 = ( ((1))² + ((-21))²)^1/2 
= (442)^1/2 = 21.02 units

Example 28:In the cartesian plane, find distance between the two points (-25,-81) and (-64,-97).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-25) - (-64))² + ((-81) - (-97))²)^1/2 = ( ((39))² + ((16))²)^1/2 
= (1777)^1/2 = 42.15 units

Example 29:In the cartesian plane, find distance between the two points (-55,-61) and (-48,-92).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-55) - (-48))² + ((-61) - (-92))²)^1/2 = ( ((-7))² + ((31))²)^1/2 
= (1010)^1/2 = 31.78 units

Example 30:In the cartesian plane, find distance between the two points (-23,-35) and (-20,-13).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-23) - (-20))² + ((-35) - (-13))²)^1/2 = ( ((-3))² + ((-22))²)^1/2 
= (493)^1/2 = 22.2 units

Example 31:In the cartesian plane, find distance between the two points (-90,-56) and (-77,-83).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-90) - (-77))² + ((-56) - (-83))²)^1/2 = ( ((-13))² + ((27))²)^1/2 
= (898)^1/2 = 29.97 units

Example 32:In the cartesian plane, find distance between the two points (-36,-68) and (-97,-30).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-36) - (-97))² + ((-68) - (-30))²)^1/2 = ( ((61))² + ((-38))²)^1/2 
= (5165)^1/2 = 71.87 units

Example 33:In the cartesian plane, find distance between the two points (-20,-3) and (-91,-76).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-20) - (-91))² + ((-3) - (-76))²)^1/2 = ( ((71))² + ((73))²)^1/2 
= (10370)^1/2 = 101.83 units

Example 34:In the cartesian plane, find distance between the two points (-64,-23) and (-32,-38).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-64) - (-32))² + ((-23) - (-38))²)^1/2 = ( ((-32))² + ((15))²)^1/2 
= (1249)^1/2 = 35.34 units

Example 35:In the cartesian plane, find distance between the two points (-29,-25) and (-89,-74).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-29) - (-89))² + ((-25) - (-74))²)^1/2 = ( ((60))² + ((49))²)^1/2 
= (6001)^1/2 = 77.47 units

Example 36:In the cartesian plane, find distance between the two points (-15,-86) and (-54,-92).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-15) - (-54))² + ((-86) - (-92))²)^1/2 = ( ((39))² + ((6))²)^1/2 
= (1557)^1/2 = 39.46 units

Example 37:In the cartesian plane, find distance between the two points (-7,-22) and (-92,-39).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-7) - (-92))² + ((-22) - (-39))²)^1/2 = ( ((85))² + ((17))²)^1/2 
= (7514)^1/2 = 86.68 units

Example 38:In the cartesian plane, find distance between the two points (-55,-100) and (-86,-98).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-55) - (-86))² + ((-100) - (-98))²)^1/2 = ( ((31))² + ((-2))²)^1/2 
= (965)^1/2 = 31.06 units

Example 39:In the cartesian plane, find distance between the two points (-67,-55) and (-58,-55).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-67) - (-58))² + ((-55) - (-55))²)^1/2 = ( ((-9))² + ((0))²)^1/2 
= (81)^1/2 = 9.0 units

Example 40:In the cartesian plane, find distance between the two points (-70,-92) and (-18,-47).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-70) - (-18))² + ((-92) - (-47))²)^1/2 = ( ((-52))² + ((-45))²)^1/2 
= (4729)^1/2 = 68.77 units

Example 41:In the cartesian plane, find distance between the two points (-38,-93) and (-56,-34).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-38) - (-56))² + ((-93) - (-34))²)^1/2 = ( ((18))² + ((-59))²)^1/2 
= (3805)^1/2 = 61.68 units

Example 42:In the cartesian plane, find distance between the two points (-5,-97) and (-18,-55).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-5) - (-18))² + ((-97) - (-55))²)^1/2 = ( ((13))² + ((-42))²)^1/2 
= (1933)^1/2 = 43.97 units

Example 43:In the cartesian plane, find distance between the two points (-82,-97) and (-31,-19).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-82) - (-31))² + ((-97) - (-19))²)^1/2 = ( ((-51))² + ((-78))²)^1/2 
= (8685)^1/2 = 93.19 units

Example 44:In the cartesian plane, find distance between the two points (-96,-67) and (-2,-86).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-96) - (-2))² + ((-67) - (-86))²)^1/2 = ( ((-94))² + ((19))²)^1/2 
= (9197)^1/2 = 95.9 units

Example 45:In the cartesian plane, find distance between the two points (-87,-31) and (-22,-72).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-87) - (-22))² + ((-31) - (-72))²)^1/2 = ( ((-65))² + ((41))²)^1/2 
= (5906)^1/2 = 76.85 units

Example 46:In the cartesian plane, find distance between the two points (-63,-45) and (-20,-77).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-63) - (-20))² + ((-45) - (-77))²)^1/2 = ( ((-43))² + ((32))²)^1/2 
= (2873)^1/2 = 53.6 units

Example 47:In the cartesian plane, find distance between the two points (-5,-12) and (-56,-48).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-5) - (-56))² + ((-12) - (-48))²)^1/2 = ( ((51))² + ((36))²)^1/2 
= (3897)^1/2 = 62.43 units

Example 48:In the cartesian plane, find distance between the two points (-67,-32) and (-46,-83).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-67) - (-46))² + ((-32) - (-83))²)^1/2 = ( ((-21))² + ((51))²)^1/2 
= (3042)^1/2 = 55.15 units

Example 49:In the cartesian plane, find distance between the two points (-63,-77) and (-69,-75).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-63) - (-69))² + ((-77) - (-75))²)^1/2 = ( ((6))² + ((-2))²)^1/2 
= (40)^1/2 = 6.32 units

Example 50:In the cartesian plane, find distance between the two points (-36,-60) and (-4,-71).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-36) - (-4))² + ((-60) - (-71))²)^1/2 = ( ((-32))² + ((11))²)^1/2 
= (1145)^1/2 = 33.84 units

Example 51:In the cartesian plane, find distance between the two points (-25,-69) and (-92,-98).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-25) - (-92))² + ((-69) - (-98))²)^1/2 = ( ((67))² + ((29))²)^1/2 
= (5330)^1/2 = 73.01 units

Example 52:In the cartesian plane, find distance between the two points (-24,-68) and (-94,-70).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-24) - (-94))² + ((-68) - (-70))²)^1/2 = ( ((70))² + ((2))²)^1/2 
= (4904)^1/2 = 70.03 units

Example 53:In the cartesian plane, find distance between the two points (-77,-3) and (-78,-13).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-77) - (-78))² + ((-3) - (-13))²)^1/2 = ( ((1))² + ((10))²)^1/2 
= (101)^1/2 = 10.05 units

Example 54:In the cartesian plane, find distance between the two points (-70,-40) and (-55,-73).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-70) - (-55))² + ((-40) - (-73))²)^1/2 = ( ((-15))² + ((33))²)^1/2 
= (1314)^1/2 = 36.25 units

Example 55:In the cartesian plane, find distance between the two points (-12,-91) and (-4,-39).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-12) - (-4))² + ((-91) - (-39))²)^1/2 = ( ((-8))² + ((-52))²)^1/2 
= (2768)^1/2 = 52.61 units

Example 56:In the cartesian plane, find distance between the two points (-89,-41) and (-12,-78).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-89) - (-12))² + ((-41) - (-78))²)^1/2 = ( ((-77))² + ((37))²)^1/2 
= (7298)^1/2 = 85.43 units

Example 57:In the cartesian plane, find distance between the two points (-87,-52) and (-81,-12).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-87) - (-81))² + ((-52) - (-12))²)^1/2 = ( ((-6))² + ((-40))²)^1/2 
= (1636)^1/2 = 40.45 units

Example 58:In the cartesian plane, find distance between the two points (-72,-95) and (-21,-77).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-72) - (-21))² + ((-95) - (-77))²)^1/2 = ( ((-51))² + ((-18))²)^1/2 
= (2925)^1/2 = 54.08 units

Example 59:In the cartesian plane, find distance between the two points (-68,-91) and (-2,-16).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-68) - (-2))² + ((-91) - (-16))²)^1/2 = ( ((-66))² + ((-75))²)^1/2 
= (9981)^1/2 = 99.9 units

Example 60:In the cartesian plane, find distance between the two points (-78,-7) and (-92,-21).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-78) - (-92))² + ((-7) - (-21))²)^1/2 = ( ((14))² + ((14))²)^1/2 
= (392)^1/2 = 19.8 units

Example 61:In the cartesian plane, find distance between the two points (-82,-79) and (-28,-41).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-82) - (-28))² + ((-79) - (-41))²)^1/2 = ( ((-54))² + ((-38))²)^1/2 
= (4360)^1/2 = 66.03 units

Example 62:In the cartesian plane, find distance between the two points (-85,-49) and (-73,-27).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-85) - (-73))² + ((-49) - (-27))²)^1/2 = ( ((-12))² + ((-22))²)^1/2 
= (628)^1/2 = 25.06 units

Example 63:In the cartesian plane, find distance between the two points (-27,-77) and (-5,-28).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-27) - (-5))² + ((-77) - (-28))²)^1/2 = ( ((-22))² + ((-49))²)^1/2 
= (2885)^1/2 = 53.71 units

Example 64:In the cartesian plane, find distance between the two points (-27,-11) and (-76,-92).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-27) - (-76))² + ((-11) - (-92))²)^1/2 = ( ((49))² + ((81))²)^1/2 
= (8962)^1/2 = 94.67 units

Example 65:In the cartesian plane, find distance between the two points (-83,-81) and (-52,-57).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-83) - (-52))² + ((-81) - (-57))²)^1/2 = ( ((-31))² + ((-24))²)^1/2 
= (1537)^1/2 = 39.2 units

Example 66:In the cartesian plane, find distance between the two points (-20,-3) and (-23,-15).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-20) - (-23))² + ((-3) - (-15))²)^1/2 = ( ((3))² + ((12))²)^1/2 
= (153)^1/2 = 12.37 units

Example 67:In the cartesian plane, find distance between the two points (-60,-55) and (-18,-60).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-60) - (-18))² + ((-55) - (-60))²)^1/2 = ( ((-42))² + ((5))²)^1/2 
= (1789)^1/2 = 42.3 units

Example 68:In the cartesian plane, find distance between the two points (-56,-77) and (-36,-84).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-56) - (-36))² + ((-77) - (-84))²)^1/2 = ( ((-20))² + ((7))²)^1/2 
= (449)^1/2 = 21.19 units

Example 69:In the cartesian plane, find distance between the two points (-24,-8) and (-39,-58).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-24) - (-39))² + ((-8) - (-58))²)^1/2 = ( ((15))² + ((50))²)^1/2 
= (2725)^1/2 = 52.2 units

Example 70:In the cartesian plane, find distance between the two points (-6,-65) and (-11,-31).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-6) - (-11))² + ((-65) - (-31))²)^1/2 = ( ((5))² + ((-34))²)^1/2 
= (1181)^1/2 = 34.37 units

Example 71:In the cartesian plane, find distance between the two points (-88,-6) and (-11,-84).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-88) - (-11))² + ((-6) - (-84))²)^1/2 = ( ((-77))² + ((78))²)^1/2 
= (12013)^1/2 = 109.6 units

Example 72:In the cartesian plane, find distance between the two points (-65,-2) and (-79,-73).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-65) - (-79))² + ((-2) - (-73))²)^1/2 = ( ((14))² + ((71))²)^1/2 
= (5237)^1/2 = 72.37 units

Example 73:In the cartesian plane, find distance between the two points (-14,-91) and (-16,-71).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-14) - (-16))² + ((-91) - (-71))²)^1/2 = ( ((2))² + ((-20))²)^1/2 
= (404)^1/2 = 20.1 units

Example 74:In the cartesian plane, find distance between the two points (-37,-99) and (-32,-46).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-37) - (-32))² + ((-99) - (-46))²)^1/2 = ( ((-5))² + ((-53))²)^1/2 
= (2834)^1/2 = 53.24 units

Example 75:In the cartesian plane, find distance between the two points (-20,-85) and (-94,-70).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-20) - (-94))² + ((-85) - (-70))²)^1/2 = ( ((74))² + ((-15))²)^1/2 
= (5701)^1/2 = 75.5 units

Example 76:In the cartesian plane, find distance between the two points (-49,-95) and (-100,-37).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-49) - (-100))² + ((-95) - (-37))²)^1/2 = ( ((51))² + ((-58))²)^1/2 
= (5965)^1/2 = 77.23 units

Example 77:In the cartesian plane, find distance between the two points (-70,-61) and (-67,-82).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-70) - (-67))² + ((-61) - (-82))²)^1/2 = ( ((-3))² + ((21))²)^1/2 
= (450)^1/2 = 21.21 units

Example 78:In the cartesian plane, find distance between the two points (-71,-31) and (-31,-97).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-71) - (-31))² + ((-31) - (-97))²)^1/2 = ( ((-40))² + ((66))²)^1/2 
= (5956)^1/2 = 77.18 units

Example 79:In the cartesian plane, find distance between the two points (-83,-67) and (-52,-89).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-83) - (-52))² + ((-67) - (-89))²)^1/2 = ( ((-31))² + ((22))²)^1/2 
= (1445)^1/2 = 38.01 units

Example 80:In the cartesian plane, find distance between the two points (-7,-100) and (-96,-73).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-7) - (-96))² + ((-100) - (-73))²)^1/2 = ( ((89))² + ((-27))²)^1/2 
= (8650)^1/2 = 93.01 units

Example 81:In the cartesian plane, find distance between the two points (-60,-9) and (-29,-20).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-60) - (-29))² + ((-9) - (-20))²)^1/2 = ( ((-31))² + ((11))²)^1/2 
= (1082)^1/2 = 32.89 units

Example 82:In the cartesian plane, find distance between the two points (-80,-73) and (-64,-3).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-80) - (-64))² + ((-73) - (-3))²)^1/2 = ( ((-16))² + ((-70))²)^1/2 
= (5156)^1/2 = 71.81 units

Example 83:In the cartesian plane, find distance between the two points (-88,-87) and (-99,-74).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-88) - (-99))² + ((-87) - (-74))²)^1/2 = ( ((11))² + ((-13))²)^1/2 
= (290)^1/2 = 17.03 units

Example 84:In the cartesian plane, find distance between the two points (-15,-23) and (-62,-35).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-15) - (-62))² + ((-23) - (-35))²)^1/2 = ( ((47))² + ((12))²)^1/2 
= (2353)^1/2 = 48.51 units

Example 85:In the cartesian plane, find distance between the two points (-47,-61) and (-65,-88).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-47) - (-65))² + ((-61) - (-88))²)^1/2 = ( ((18))² + ((27))²)^1/2 
= (1053)^1/2 = 32.45 units

Example 86:In the cartesian plane, find distance between the two points (-12,-31) and (-40,-64).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-12) - (-40))² + ((-31) - (-64))²)^1/2 = ( ((28))² + ((33))²)^1/2 
= (1873)^1/2 = 43.28 units

Example 87:In the cartesian plane, find distance between the two points (-33,-23) and (-94,-14).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-33) - (-94))² + ((-23) - (-14))²)^1/2 = ( ((61))² + ((-9))²)^1/2 
= (3802)^1/2 = 61.66 units

Example 88:In the cartesian plane, find distance between the two points (-74,-91) and (-3,-30).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-74) - (-3))² + ((-91) - (-30))²)^1/2 = ( ((-71))² + ((-61))²)^1/2 
= (8762)^1/2 = 93.61 units

Example 89:In the cartesian plane, find distance between the two points (-7,-78) and (-97,-85).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-7) - (-97))² + ((-78) - (-85))²)^1/2 = ( ((90))² + ((7))²)^1/2 
= (8149)^1/2 = 90.27 units

Example 90:In the cartesian plane, find distance between the two points (-56,-53) and (-16,-25).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-56) - (-16))² + ((-53) - (-25))²)^1/2 = ( ((-40))² + ((-28))²)^1/2 
= (2384)^1/2 = 48.83 units

Example 91:In the cartesian plane, find distance between the two points (-12,-12) and (-67,-12).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-12) - (-67))² + ((-12) - (-12))²)^1/2 = ( ((55))² + ((0))²)^1/2 
= (3025)^1/2 = 55.0 units

Example 92:In the cartesian plane, find distance between the two points (-53,-19) and (-24,-59).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-53) - (-24))² + ((-19) - (-59))²)^1/2 = ( ((-29))² + ((40))²)^1/2 
= (2441)^1/2 = 49.41 units

Example 93:In the cartesian plane, find distance between the two points (-90,-98) and (-7,-48).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-90) - (-7))² + ((-98) - (-48))²)^1/2 = ( ((-83))² + ((-50))²)^1/2 
= (9389)^1/2 = 96.9 units

Example 94:In the cartesian plane, find distance between the two points (-75,-41) and (-73,-45).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-75) - (-73))² + ((-41) - (-45))²)^1/2 = ( ((-2))² + ((4))²)^1/2 
= (20)^1/2 = 4.47 units

Example 95:In the cartesian plane, find distance between the two points (-56,-14) and (-90,-32).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-56) - (-90))² + ((-14) - (-32))²)^1/2 = ( ((34))² + ((18))²)^1/2 
= (1480)^1/2 = 38.47 units

Example 96:In the cartesian plane, find distance between the two points (-59,-54) and (-31,-38).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-59) - (-31))² + ((-54) - (-38))²)^1/2 = ( ((-28))² + ((-16))²)^1/2 
= (1040)^1/2 = 32.25 units

Example 97:In the cartesian plane, find distance between the two points (-4,-56) and (-69,-17).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-4) - (-69))² + ((-56) - (-17))²)^1/2 = ( ((65))² + ((-39))²)^1/2 
= (5746)^1/2 = 75.8 units

Example 98:In the cartesian plane, find distance between the two points (-6,-24) and (-16,-20).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-6) - (-16))² + ((-24) - (-20))²)^1/2 = ( ((10))² + ((-4))²)^1/2 
= (116)^1/2 = 10.77 units

Example 99:In the cartesian plane, find distance between the two points (-36,-36) and (-66,-72).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-36) - (-66))² + ((-36) - (-72))²)^1/2 = ( ((30))² + ((36))²)^1/2 
= (2196)^1/2 = 46.86 units

Example 100:In the cartesian plane, find distance between the two points (-90,-98) and (-22,-47).

Answer:Using the distance formula, the distance between the two points on the cartesian plane is 
= ( ((-90) - (-22))² + ((-98) - (-47))²)^1/2 = ( ((-68))² + ((-51))²)^1/2 
= (7225)^1/2 = 85.0 units