The supplement of $80 °$ is $. [10 ° / 100 °]$

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Solution

Supplementary angles:
Supplementary angles mean that the sum of two angles would be $180 °$ .
The given angle is $80 °$ .
Let the measure of its supplement be $x °$
Then,
$x + 80 = 180 x = 180 - 80 x = 100$
Therefore, the supplement of the given angle $80 °$ measure $100 °$ .

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Question 34

If an angle is $60^{\circ}$ less than two times of its supplement, then the greater angle is
(a) $100^{\circ}$
(b) $80^{\circ}$
(c) $60^{\circ}$
(d) $120^{\circ}$

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The supplement of 80° is.[10°/100°]

Supplementary angles:Supplementary angles mean that the sum of two angles would be 180°.The given angle is 80°.Let the measure of its supplement be x° Then, x+80=180x=180-80x=100Therefore, the supplement of the given angle80° measure 100°.

The supplement of $80 °$ is $. [10 ° / 100 °]$

Supplementary angles:
Supplementary angles mean that the sum of two angles would be $180 °$ .
The given angle is $80 °$ .
Let the measure of its supplement be $x °$
Then,
$x + 80 = 180 x = 180 - 80 x = 100$
Therefore, the supplement of the given angle $80 °$ measure $100 °$ .