Question

Find the measure of an angle which is 34° less than its supplement.

step by step plz ​

Answer 1

Answer:

Let the measure of the angle be x

o

and

the measure of its supplement be (x+34)

o

.

Then,

⟹x = 180

o

−(x+34)

o

⟹x+x = 146

o

⟹2x = 146

o

⟹x = 146

o

/2

⟹x = 73

o

Hence, the supplement of the given angle measures 73

o

.

Answer 2

Step-by-step explanation:

$\large \bold \red{Question :- }$

→ Find the measure of an angle which is 34° less than its supplement.

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$\large \bold \red{Answer \: ➡}$

Let,

The measure of Angle = x°

The measure of its Supplement = ( x+34° )

Then,

$\large \bold{➡ \: x = 180° \: - (x + 34)°} \\ \\ \large \bold{➡ \: x + x = 146°} \\ \\ \large \bold{➡ \: 2x = 146°} \\ \\ \large \bold{➡ \: \frac{146°}{2} } \\ \\ \large \bold \pink{\fbox{➡ \: x = 73°}}$

Hence,

The Supplement Angle of given angle measures => 73°

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$\large\colorbox{pink}{Hope lt'z Help You ❥ }$