Question

if the angles (2x - 10)degree and (x - 5)degree are supplementry angles then find x

Answer 1

Answer:

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Answer 2

The value of \bold{x \text { is } 35^{\circ}}.x is 35

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To find:

Value of x = ?

Solution:

Given: Angles (2x-10) and (x-5) are complementary angles.

Complementary angles are those angles when added together, their sum is 90°. These angles together add up to a right angle.

Hence, if Angles (2x-10) and (x-5) are complementary angles, we can say that

(2 x-10)+(x-5)=90^{\circ}(2x−10)+(x−5)=90

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2 \mathrm{x}-10+\mathrm{x}-5=90^{\circ}2x−10+x−5=90

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3 x-15=90^{\circ}3x−15=90

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3 \mathrm{x}=90^{\circ}+153x=90

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+15

3 \mathrm{x}=105^{\circ}3x=105

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\bold{x=35^{\circ}}x=35

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❥︎hope it helps u mate