Question

The line (x+2k) =7 is passing through the point of intersection of lines (3x+2y) =11 and (2x+3y) =4 then the value of k is............
Please explain step by step

Answer 1

Answer:

k = 1

Explanation:

Refer the attachment

Answer 2

Answer:

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Step-by-step explanation:

given

a line x+2k=7 passing through intersection of two lines

3x+2y=11...(1)

2x+3y=4...(2)

now finding the intersection of the two lines

multiply eq(1) with 3 and eq(2) with 2

now

9x+6y=33

4x+6y=8

-------------

by solving

we  get 5x=25

x=5

we need not find y value as the line passing through this point has only x coordinate

so substitute in x+2k=7

2k=7-5=2

k=1