Two consecutive angles of a parallelogram have measures 2(x+12) and 2(5x+6) respectively. Find the measures of the angles.

Answer 1

This question has the identical structure as the one I just answered for you.
Surely you can follow that example.

Let me know what answer you got.

Answer 2

my answer is x=5 is it correct?

Answer 3

no,
when subbing that back in you would get angles of 34 and 62, which obviously do not add up to 180 as they should

How did you possibly get x = 5 ?

Answer 4

This is what I did 2(x+12)= 2(5x+6)
2x+24+10x+12
12x=60
x=5
If not correct cn u give me the right one?...tnx

Answer 5

Try it exactly the same way as the other one

2(x+12) + 2(5x+6) =180
2x+24+10x+12 =180
12x+36=180
12x=144
x=12

which gives 48 and 132 as the angles.

Answer 6

Two consecutive angles of a parallelogram have measures (2× +7)° and (3× +8)° what is the measure of the larger angle?

Answer 7

Two consecutive angle of parallelogram have measure of 2(x+12)and 2(5x+6)

Answer 8

Two opposite angles of a parallelogram have measures 6x and 3(x + 14), respectively. Find the measures of the angles