Respuesta :

K=1 and YZ=11

It is given that XY = 3k-2, YZ = 7k+4, XZ = 4k+38, need to find value of x and YZ

How to solve the equation with variable?

To solve any equation we have to arrange all variables in one side and constants to other side

XY = 3k-2, YZ = 7k+4, XZ = 4k+38

XY+YZ=XZ

3k-2+7k+4=4k+38

10k+2=4k+38

10k-4k=38-32

6k=6

k=1

Then YZ = 7k+4

YZ = 7(1)+4=11

Therefore value of k is 1 and YZ is 11

To learn more on solving equations click here: https://brainly.com/question/19297665

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