in the figure given below, find the value of x
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7
according to your question___________________
(x+7), (x+7) and (x+ 20) are the angles.
SINCE THEY LIE ON THE SAME LINE THEY FORM A LINEAR PAIR HENCE THEIR SUM IS 180°
SO,
=> (X+7)+(X+20)+(X+7) = 180
=> 3X + 34 = 180°
=> 3x= 180- 34
=> 3x = 146
=> x= 146/3
=> x= 48.66°
(x+7), (x+7) and (x+ 20) are the angles.
SINCE THEY LIE ON THE SAME LINE THEY FORM A LINEAR PAIR HENCE THEIR SUM IS 180°
SO,
=> (X+7)+(X+20)+(X+7) = 180
=> 3X + 34 = 180°
=> 3x= 180- 34
=> 3x = 146
=> x= 146/3
=> x= 48.66°
SyedAyaan:
welcome mate
Answered by
4
A/Q (x+7)+(x+20)+(x+7) = 180° [Linear Pair]
=> x+7+x+20+x+7 = 180°
=> 3x+34 = 180°
=> 3x = 180°-34
=> x = 146/3
=> x = 48.66°
I hope the answer is correct.
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