if x is a positive integer such that the distance between points p(x 2) and q(3 -6) is 10 units, then x =
i) 3
ii) -3
iii) 9
iv) -9
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Answer:
Distance between two points
(x2−x1)
2
+(y2−y1)
2
(x−3)
2
+(2−(−6))
2
=10
(x−3)
2
+64
=10
Squaring both sides
(x−3)
2
+64=100
x
2
−6x−27=0
x
2
−9x+3x−27=0
x(x−9)+3(x−9)=0
x=−3,9
Taking positive value, x=9units
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