Find the ratio in which the Y-axis divides the line segment joining the points (5, -6) and (-1,-4).
Answers
Answered by
2
answer is 5 by dividing -x1/x2 because that is the formula if y-axis divides the line.if x-axis divides the line the formula is -y1/y2
shivamp3xf9q:
pls elaborate
Answered by
18
heya friend,
let the point of intersection of y axis and the line joining the points (5,-6) & (-1,-4) Be P (X,Y)
since it's y axis therefore P(0,Y)
let the ratio be k:1
Using section formula we get the co-ordinate of P
P((5-k)/(k+1),(-6-4k)/(k+1))
as we know
(5-k)/(k+1)=0
5-k=0
k/1=5/1
therefore the ratio is 5:1
hope this helps
let the point of intersection of y axis and the line joining the points (5,-6) & (-1,-4) Be P (X,Y)
since it's y axis therefore P(0,Y)
let the ratio be k:1
Using section formula we get the co-ordinate of P
P((5-k)/(k+1),(-6-4k)/(k+1))
as we know
(5-k)/(k+1)=0
5-k=0
k/1=5/1
therefore the ratio is 5:1
hope this helps
Similar questions
Math,
8 months ago
Computer Science,
8 months ago
Physics,
1 year ago
Political Science,
1 year ago
Math,
1 year ago