Problem 40
Question
Find the measure of the complement of each angle. $$2^{\circ}$$
Step-by-Step Solution
Verified Answer
The measure of the complement of the given angle \(2^{\circ}\) is \(88^{\circ}\).
1Step 1: Understand the definition of complementary angles
Two angles are complementary if the sum of their measures is 90 degrees. So if one of the angles is given as \(2^{\circ}\), the complementary angle will be what completes it to make 90 degrees.
2Step 2: Subtract the given angle from 90 degrees
By subtracting the given angle \(2^{\circ}\) from 90 degrees, you will find the complementary angle. Simple subtraction operation: \(90 - 2 = 88.\)
Other exercises in this chapter
Problem 40
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Use the percent formula, \(A=P B: A\) is \(P\) percent of \(B,\) to solve. If 5 is increased to \(9,\) the increase is what percent of the original number?
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