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Q: 45 Measure Angle Construction 45 27' Mistake?
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What is the measure of the angle that is the complement of 27?

It is: 90-27 = 63 degrees


What is the measure of the angle complementray to 63?

27 degrees


What is the measure of its supplement of an angle of 27 degree?

180-27 = 153 degrees


What are the kinds of triangle according the measure of angle?

Angle in triangle abc measure 27, 73 and 80, what kind of triangle is abc


What is An angle measures 27degrees and What is the measure of its complement?

90 - 27...


When Ashok is asked to construct 45 angle he constructed 45 27' what is his mistake percentage?

The error is + 1%.


What is the measure of each interior angle of a regular 27-gon?

Each exterior angle = 360/27 = 13.33... degrees So each interior angle = 180 - 13.33... = 166.66... degrees.


If angle B measures 42 degrees and angle C measures 27 degrees what is the measure of angle A?

If the angles A, B and C forms a triangle, then angle A is 111 degrees.


In triangle DEF angle E is 3 times angle D and angle F is 9 less than angle E what is the measure of each angle?

D=27 E=81 F=72


If two angles of a triangle each measures are 27 degrees and 58 degrees what is the measure of the third angle of degrees?

180 - (27 + 58)...


In triangle abc the measure of angle b is 4 degrees more than three times the measure of angle a the measure of angle c is 41 degree more than the measure of angle a find the measure of each angle?

given b = 3a + 4 and c = 41 + a, we also know that a + b + C = 180 in a triangle putting the values of b and c from above a + (3a + 4) + (41 + a) = 180 a + 3a + a + 4 + 41 = 180 5a + 45 = 180 5a = 180 - 45 = 135 a = 135 / 5 = 27, now putting the values of a b = 3 * 27 + 4 = 81 +4 = 85, and c = 41 +27 = 68.


What is the measure of an angle of a 27-gon?

The measure of a single internal angle of any regular polygon is equal to 180 (n - 2) / n. Therefore, an internal angle of a regular icosikaiheptagon (27-sided polygon) is equal to 13.3 recurring, or 13 and one third, degrees. It thereby follows that a measure of the external angle of the same polygon is equal to 180 - 13 and one third = 166.6 recurring, or 166 and two thirds, degrees.