Math, asked by fadinfarsad, 3 months ago

the ratio of the measures of two angles of a linear pair is 6 : 3 what is the measure of each angle?​

Answers

Answered by sunilashwath64
0

Answer:

HOLA MATE

THE MEASURE OF EACH ANGLE IS 180 AND 60

Step-by-step explanation:

LET US ASSUME THE TWO ANGLES BE 6x AND 3x

SINCE THESE ANGLES BEING LINEAR PAIR

THEY ARE SUPPLYMENTARY

THEREFORE,

6x + 3x = 180

9x = 180

THEREFORE X = 20

THEREFORE THE TWO ANGLES ARE , 6x = 6 x 20 = 120

                                                            3x = 3  X 20 = 60

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Answered by sweety200601
0

Answer:

120°,60°

Step-by-step explanation:

sum of linear pair = 180°

let common ration be X

so, 6x+3x = 180°

9x=180°,X=20°

Angles are6(20°), 3(20°) = 120° and 60°

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