find the measure of the complementary angle with the following measure.1.322.43....

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joeannaobanan @joeannaobanan

September 2022 1 2 Report

find the measure of the complementary angle with the following measure.

1.32
2.4
3.86
4.(×+3)
5.(×-8)

i need na po

Answers & Comments

RhoRevived

PROBLEM:

Find the complement of the given angles whose measures are:

32°
4°
86°
(x + 3)°
(x - 8)°

ANSWERS:

58°
86°
4°
(-x + 87)°
(-x + 98)°

SOLUTION:

» The sum of an angle and its complement is 90°. So to find the complement of an angle, subtract the given angle from 90°.

$\large \sf complement = 90° - \theta$

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1. complement of 32°

$\sf complement = 90° - \theta$
$\sf complement = 90° - 32°$
$\large \green {\sf complement = 58°}$

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2. complement of 4°

$\sf complement = 90° - \theta$
$\sf complement = 90° - 4°$
$\large \green {\sf complement = 86°}$

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3. complement of 86°

$\sf complement = 90° - \theta$
$\sf complement = 90° - 86°$
$\large \green {\sf complement = 4°}$

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4. complement of (x + 3)°

$\sf complement = 90° - \theta$
$\sf complement = 90° - (x + 3)°$
$\sf complement = (- x - 3)° + 90°$
$\sf complement = (- x - 3 + 90)°$
$\large \green {\sf complement = (-x + 87)°}$

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5. complement of (x - 8)°

$\sf complement = 90° - \theta$
$\sf complement = 90° - (x - 8)°$
$\sf complement = ( - x + 8)° + 90°$
$\sf complement = ( - x + 8 + 90)°$
$\large \green {\sf complement = (-x + 98)°}$

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Answers & Comments

PROBLEM:

ANSWERS:

SOLUTION:

1. complement of 32°

2. complement of 4°

3. complement of 86°

4. complement of (x + 3)°

5. complement of (x - 8)°

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