A circle is divided into 5 equal parts. What is the total angle measure of 4 parts
A circle is measured 360 degrees, so dividing it into 5 equal parts means that each sector is 360/5 = 72 degrees. This means that 4 parts will measure 72*4 = 288 degrees.
4/5 * 360º = ?
To find the total angle measure of 4 parts in a circle divided into 5 equal parts, we need to determine the angle measure of each part first.
Since the circle is divided into 5 equal parts, the total angle measure of the circle is 360 degrees (since the sum of all angles in a circle is 360 degrees).
To find the angle measure of each part, we divide the total angle measure of the circle by the number of parts:
360 degrees ÷ 5 parts = 72 degrees.
Each part of the circle measures 72 degrees. Therefore, the total angle measure of 4 parts would be:
4 parts × 72 degrees/part = 288 degrees.
So, the total angle measure of 4 parts in a circle divided into 5 equal parts is 288 degrees.
To find the total angle measure of 4 parts in a circle that is divided into 5 equal parts, you need to calculate the angle measure of one part and then multiply it by 4.
Step 1: Determine the angle measure of one part
Since the circle is divided into 5 equal parts, each part will have an equal angle measure. To find this, divide 360 degrees (the total angle measure of a circle) by 5: 360 / 5 = 72 degrees.
Step 2: Calculate the total angle measure of 4 parts
Now that you know one part equals 72 degrees, multiply this by 4: 72 degrees * 4 parts = 288 degrees.
Therefore, the total angle measure of 4 parts in a circle divided into 5 equal parts is 288 degrees.