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Original Question
Two consecutive angles of a parallelogram have measures 4(x+5) and 2(3x+20) respectively. Find the measures of the anglesAsked by jessica
Two consecutive angles of a parallelogram have measures 2(x+12) and 2(5x+6) respectively. Find the measures of the angles.
Answers
Answered by
Reiny
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.
Surely you can follow that example.
Let me know what answer you got.
Answered by
jessica
my answer is x=5 is it correct?
Answered by
Reiny
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 ?
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 ?
Answered by
jessica
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
2x+24+10x+12
12x=60
x=5
If not correct cn u give me the right one?...tnx
Answered by
Dr Russ
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.
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.
Answered by
Red rhea
Two consecutive angles of a parallelogram have measures (2× +7)° and (3× +8)° what is the measure of the larger angle?
Answered by
Anonymous
Two consecutive angle of parallelogram have measure of 2(x+12)and 2(5x+6)
Answered by
Rose Ann
Two opposite angles of a parallelogram have measures 6x and 3(x + 14), respectively. Find the measures of the angles
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