the ratio in which the point 1,2 divide the line joining the point -1, k1 and 2, K2 is
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Answered by
6
let the ratio be m:1
now by the section formulae
(mx2 + nx1)/m+n = 1
(2m - 1)/m+1. = 1
2m - 1 = m+1
m = 2
therefore the ratio is 2:1
now by the section formulae
(mx2 + nx1)/m+n = 1
(2m - 1)/m+1. = 1
2m - 1 = m+1
m = 2
therefore the ratio is 2:1
shubham814:
internally or externally
Answered by
1
let the ratio be m:1
now by the section formulae
(mx2 + nx1)/m+n = 1
(2m - 1)/m+1. = 1
2m - 1 = m+1
m = 2
therefore the ratio is 2:1
now by the section formulae
(mx2 + nx1)/m+n = 1
(2m - 1)/m+1. = 1
2m - 1 = m+1
m = 2
therefore the ratio is 2:1
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