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What is the value of x if angle 3 is equal to 2x +25 and angle 6 is equal to x + 75?
What is the value of x if angle 3 is equal to 2x +25 and angle 6 is equal to x + 75?
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Answer:
x = 50
Step-by-step explanation:
2x+25 = x+75
= 2x+25+(-x) = x+75+(-x)
= x+25 = 75
= x = 75-25
x= 50
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Answer:
In ∥gm opposite angles are supplementary.
Therefore,
∠B+∠D=180
∘
2x+25+3x−5=180
∘
x=
5
180−20
=32
∠B=2x+25=(2∗32)+25=89
∘
∠D=3x−5=(3∗32)−5=91
∘
Step-by-step explanation: