Respuesta :

If point M lies between C and G and CM = x, MG = x+12, and CG= 4x+6, then the value of x is 3, MG=15 and CG=18.

Given that point M lies between C and G and CM = x, MG = x+12, and CG= 4x+6.

We are required to find the value of x and the length of MG and CG.

Because the point M lies between C and G so, CM+MG=CG.

Putting the given expressions of CM, MG and CG in the above equation.

x+x+12=4x+6

2x+12=4x+6

6=2x

x=3

Putting the value of x in MG=x+12

MG=3+12=15

Putting the value of x in CG=4x+6

CG=4*3+6

=12+6

=18

Hence if point M lies between C and G and CM = x, MG = x+12, and CG= 4x+6, then the value of x is 3, MG=15 and CG=18.

Learn more about expressions at https://brainly.com/question/723406

#SPJ9

ACCESS MORE
EDU ACCESS