Find the ratio in which the point (a,7) divides the line segment AB, given A(-5,6) and B(4,10). Also find the value of x.
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Answered by
23
Using section formula:
a=(m*4+n*(-5) )/(m+n)......eqn 1.
7=(m*10+n*6)/(m+n)......eqn 2.
solving 2:
7m+7n=10m+6n
3m=n
m/n=1/3.
Ratio=1/3.
eqn 1:
a=(4m-5n)/(m+n)
use n=3m here.
a=(4m-5(3m))/(m+3m)
a=-11/4.
done.
:-)
a=(m*4+n*(-5) )/(m+n)......eqn 1.
7=(m*10+n*6)/(m+n)......eqn 2.
solving 2:
7m+7n=10m+6n
3m=n
m/n=1/3.
Ratio=1/3.
eqn 1:
a=(4m-5n)/(m+n)
use n=3m here.
a=(4m-5(3m))/(m+3m)
a=-11/4.
done.
:-)
Answered by
16
You can say value of a not value of x
Hope It is helpful for you.
Please mark as a Brainliest answer.
Hope It is helpful for you.
Please mark as a Brainliest answer.
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praandjay:
Thanks
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