Question

. A and B are supplementary angles.
If A= 3x - 10° and B = 2x + 30°, then
find A and B.​

Answer 1

❥$\huge\red{\underline{{\bf Q}}}$$\huge\orange{\underline{{\bf u}}}$$\huge\green{\underline{{\bf e}}}$$\huge\blue{\underline{{\bf s}}}$$\huge\purple{\underline{{\bf t}}}$$\huge\pink{\underline{{\bf i}}}$$\huge\red{\underline{{\bf o}}}$$\huge\orange{\underline{{\bf n}}}$

A and B are supplementary angles.

If A= 3x - 10° and B = 2x + 30°, then

find A and B.

❥$\huge\red{\underline{{\bf A}}}$$\huge\orange{\underline{{\bf n}}}$$\huge\green{\underline{{\bf s}}}$$\huge\blue{\underline{{\bf w}}}$$\huge\purple{\underline{{\bf e}}}$$\huge\pink{\underline{{\bf r}}}$

AS PER THE QUESTION=>

À AND ẞ ARE SUPPLEMENTARY ANGLES

A = 3x- 10°

ẞ = 2x + 30°

SUM OF SUPPLEMENTARY ANGLES = 180°

A + ẞ = 180

3x - 10° + 2x + 30° = 180°

5x +20° = 180°

5x = 180°- 20°

5x = 160°

x = $\frac{160}{5}$

x = 32

A = 3x - 10° = 3(32) - 10 = 96 -10 = 86°

ẞ = 2x + 30° = 2(32) +30 = 64+30 = 94°

A = 86° and ẞ = 94°

HØPE THÎS HÉLPS YØU..

Answer 2

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