in the distance between the points (4, K) and (1,0) is 5 then what can be the possible values of k
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let (4,K) be equivalent to (x1,x2)
(1,0) be equivalent to (x1,x2)
distance formula= under root{ (x2-x1)square - ( y1-y2 )square }
= under root{ ( 1-4) square - (0-K)square}
=under root { (-3)square - (-K) square}
5 =under root { 9-K^2 }
by squaring
25=9-K^2
K^2=25-9
K^2=16
K=4 or K=(-4)
(1,0) be equivalent to (x1,x2)
distance formula= under root{ (x2-x1)square - ( y1-y2 )square }
= under root{ ( 1-4) square - (0-K)square}
=under root { (-3)square - (-K) square}
5 =under root { 9-K^2 }
by squaring
25=9-K^2
K^2=25-9
K^2=16
K=4 or K=(-4)
Siddhant11111:
(4,K) is eqivalent to x1,y1
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