 What is the degree measure of an angle whose length is 5.67 degrees? The tangent of this angle is 5.67 degrees. So the degree measure of this angle is 67 degrees. This angle is also called an obtuse angle.

## 270 degrees

There are three types of angles. One type is an acute angle. The other two are reflex angles and obtuse angles. Each has a different degree measure. The degree measure of an obtuse angle is greater than that of a straight angle.

An angle’s tangent can also be found using the tangent. For example, a 270 degree angle is formed by rotating ‘r’ anticlockwise in a circle, which is inscribed on the negative y-axis.

## Obtuse angle

In math, the degree measure of an angle is commonly written as a number, such as 270 degrees for an angle with a tangent of 5.67 degrees. It is also referred to as a tangent distance. This measurement is usually rounded to the nearest whole number.

The tangent of an angle is the angle that lies between zero and 180 degrees. When using b in an equation, you’ll need to convert it to degrees in order to use it in the other direction. To do this, you need to know how many degrees are equal to 56.7 radians.

The circumference of a circle is 360 degrees. Therefore, the radius of a circle is 360 degrees. This means that the tangent of an angle that has a radius of 5.67 radians is 3 radians. You can also convert a given angle to a radian measurement, which is the same thing as a degree.

## Right angle

In mathematics, the degree measure of a right angle whose tangent is 5.68 is 270 degrees. Using a protractor, you can draw the angle. But it is important to note that this angle is not the same as the tangent.

There are three types of right angles: acute, obtuse, and reflex. Each of these three types has its own degree measurement. Those that are smaller than the other two are referred to as acute and obtuse angles. These angles are smaller than the others, such as 180 and 360 degrees.

A right angle whose tangent is 5.68 has two sides of equal length. The tangent distance T is the distance between the two tangents at the point P.S., and DCL is the radius of the main curve at P.S.

The cosine of a right angle whose tangent is 5.68 is 5.67. The sine of an acute angle is 50deg. The tangent of an acute angle is -60deg. Therefore, a right angle whose tangent is 5.67 has a cosine of 20deg.

The degree measure of right angle whose tangent value is 5.67 is equal to a 50-foot distance. If you have this angle on the opposite side of a building, then you can calculate its opposite side by using the cosine function of a calculator. If you do not have a calculator, you can use the inverse tangent key on a calculator to find the tangent.

Another way to think about the degree measure of a right angle is to think about the circumference of the circle. The circumference of a circle is 360 degrees. Similarly, a right angle whose tangent is 5.67deg has a radius of 3.67 radians.