Question

Two lines cut the axis of x, at distances of 4 and - 4 and the axis of y at distances 2 and
6 respectively. Find the co-ordinates of their point of intersection.​

Answer 1

Answer:

Solution

If two point of line is given then equation

of line is = (y-yı) = 42-4, (X-XI)

y wing tw's formula , we get

. eg of 1 line 3) (9-0) = 2-0 (x-4) 0-4

=> y = (x-4)

amd vega 8 200 line =) (y-o) = 6-6 0-(-4) (2+4)

-> y = (x+4)

By solving both eq ; we get intersection point + 2y = -x+4 3) x+2y = 4

28 = 3x+12 7)-3x +2y =12 2

Subtracting egr 0 and , we get

;3* y = 12

4x = 8

x = -2

put value of x in

- 2+2y = 4 2y=6

y=37

So, the point o intersection (-2,3)

CSScann n SscopHm (B) is correct.

Step-by-step explanation:

I hope it is helpful to you