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84*r*pi/180 units of length where the radius is r units of length.

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13y ago

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If the arc on a particular circle has an arc leght of 14 inches and the circumference of the circl is 84 inches what is the angle measure of the arc?

(14/84) x 360° = 60°


What is the measure of each angle that is fourteen times the measure of a complementary angle?

Let the measure of the angle be ( x ) degrees. The complementary angle would then be ( 90 - x ) degrees. According to the problem, ( x = 14(90 - x) ). Solving this equation gives ( x = 14 \times 90 / 15 = 84 ) degrees, so the angle measures 84 degrees and its complementary angle measures 6 degrees.


An isosceles triangle has two angles measuring 48 and 84 what is the measure of the third angle?

84+48=132 - 180 = 48 degrees The Answer is 48 Degrees.


What is the measure of the vertex angle of an isosceles triangle if one of its base measures 48?

84 degrees 180-48-48 = 84


What is the name for 84 degree angle?

An 84-degree angle is called an acute angle, as acute angles are defined as angles that measure less than 90 degrees. This means it is sharp and less than a right angle.


What is the measure of the vertex angle of an isosceles triangle if one of its base angles measures 48?

84 degrees


What is the measure of the vertex angle of an isosceles triangle if one of the base angles measures 48?

84 degrees


What is the supplementary angle 84?

Supplementary angle = 180 - 84 = 96 degrees.


What is the complementary angle of 84d degrees?

Assuming you mean 84 degrees: 90 degrees - 84 degrees = 6 degrees. 6 degrees is your answer.


If the complement of an angle is 6 degrees more than one fifth the angle then what is the angle?

complement: 90 - A A=angle 1/5 x (A) + 6 = (90 - A) 1/5 x A = 84 - A 1/5 x A + A = 84 6/5 x A = 84 6 A = 420 A = 70 degrees


What is a 84 degree angle?

An 84-degree angle is an acute angle, as it measures less than 90 degrees. It is formed by two rays or lines that meet at a vertex, with the space between them measuring 84 degrees. In various applications, such as geometry and construction, this angle can be used to create precise shapes and designs.


If the internal angles of a triangle are in a ratio 3 5 7. Find the degree measures of the angles. Also find the measure of its greatest exterior angle?

Its interior angles are 36, 60 and 84 degrees respectively with its greatest exterior angle being 144 degrees.