LCM and HCF kskwkskklwokdkdnkxniend

1.	LCM and HCF kskwkskklwokdkdnkxniend
Answer» Step-by-step explanation: In a parallelogram opposite angles are EQUAL and opposite sides are PARALLEL. thus two angles on the same side are supplementary therefore, in the parallelogram the angle opposite to the 80* will be 80* and the other two angles will be 2x + 2(80) = 360 2x = 360* - 160* X = 200/2 = 100 The angles of parallelogram are 100,80,100,80

Answer»

Step-by-step explanation:

In a parallelogram opposite angles are EQUAL and opposite sides are PARALLEL. thus two angles on the same side are supplementary

therefore, in the parallelogram

the angle opposite to the 80* will be 80*

and the other two angles will be

2x + 2(80*) = 360*

2x = 360* - 160*

X = 200*/2 = 100*

The angles of parallelogram are 100,80,100,80

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LCM and HCF kskwkskklwokdkdnkxniend

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