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What is the complementary angle for 28 degrees?
It is 62 degrees because 62+28 = 90 degrees
What is the sine of a complimentary angle of 28 degrees?
The sine of a complementary angle can be found using the relationship that the sine of an angle is equal to the cosine of its complement. Since the complementary angle of 28 degrees is 62 degrees (90 - 28 = 62), the sine of 62 degrees is equal to the cosine of 28 degrees. Therefore, (\sin(62^\circ) = \cos(28^\circ)).
If an angle has a measure of 62 what is the measure of its complement?
It is 28 degrees
What will be the measure of the second acute angle of a right triangle if the first acute angle measures 28 degrees?
It is 90-28 = 62 degrees
If ACB has a measure of 56 and is its angle bisector what is the measure of BCE?
28 degrees
Find the measure of the complement of an angle whose measure is 62?
28 degrees. Complementary angles add up to 90 degrees
What is the complementary angle for 28 degrees?
It is 62 degrees because 62+28 = 90 degrees
What is the sine of a complimentary angle of 28 degrees?
The sine of a complementary angle can be found using the relationship that the sine of an angle is equal to the cosine of its complement. Since the complementary angle of 28 degrees is 62 degrees (90 - 28 = 62), the sine of 62 degrees is equal to the cosine of 28 degrees. Therefore, (\sin(62^\circ) = \cos(28^\circ)).
The measure of an angle is 28 degrees greater than its complement find the measure of each angle?
Suppose the larger angle is x degrees. Then the smaller angle is x - 2 degrees, and so they sum to 2x - 28 degrees. The two angles are complementary, so 2x - 28 = 90 is 2x = 90 + 28 = 118 so that x = 118/2 = 59 degrees and then x - 29 = 59 - 28 = 31 degrees. The two angles are 59 and 31 degrees.
If an angle has a measure of 62 what is the measure of its complement?
It is 28 degrees
What is the complementary angle of 62?
It is 28 degrees because both angles must add up to 90 degrees
In the triangle abc the measure of angle a is 3x degrees the measure of b is x degrees and the measure of c is 4x-28 what is the angle of c?
the answer is 68 degrees
What will be the measure of the second acute angle of a right triangle if the first acute angle measures 28 degrees?
It is 90-28 = 62 degrees
If ACB has a measure of 56 and is its angle bisector what is the measure of BCE?
28 degrees
An angle measures 62 degrees what is the measure of its complement?
The difference between 90 degrees and an angle is its complement. 90 - 62 = 28 degrees.
Two angles of a triangle have measures of 59 degrees and 28 degrees. find the measure of the third angle.?
The third angle is 93 degrees
What would be the measure of the second acute angle of a right triangle if the first acute angle measure is 28?
It will be 62 degrees because 90-28 = 62
