To convert numbers to degrees for a circle graph, you first need to calculate the total sum of the numbers you are working with. Then, you can determine the percentage each number contributes to the total sum by dividing the individual number by the total sum and multiplying by 100. Finally, to convert the percentages to degrees, you can use the formula: degrees = (percentage/100) x 360. This will give you the corresponding degrees for each number to represent in the circle graph.
once you have the percentage of a number you turn it into a decimal and multiply it by 360. for example. if your percent is 36% you make that .36 which is the decimal form of that percent as well as .59 is the decimal form for 59%. so next you multiply .36 by 360 360 x .36= 129.6 which is your degree.
In a circle graph, also known as a pie chart, the total degrees in a circle is 360. To calculate the degrees for 75.6 in a circle graph, you would use the formula: (75.6 / 100) * 360 = 271.44 degrees. Therefore, 75.6 in degrees on a circle graph would be approximately 271.44 degrees.
360*70/100 = 252 degrees.
A circle graph is also known as a pie chart so the requirements are a compass, a protractor, data and converting the data into fractions of 360 degrees.
18/100 * 360 = 18*3.6 = 64.8 degrees
100% = 360 degrees so 15% = 360*15/100 = 54 degrees.
360 degrees = Total number, T. So a sector of x degrees is equivalent to x*T/360 units.
Multiply the percentage by 3.6
In a circle graph, also known as a pie chart, the total degrees in a circle is 360. To calculate the degrees for 75.6 in a circle graph, you would use the formula: (75.6 / 100) * 360 = 271.44 degrees. Therefore, 75.6 in degrees on a circle graph would be approximately 271.44 degrees.
18 degrees is 5% on a circle graph.
360 degrees.
You use a circle graph when you need to find percentage and/or degrees.
50
A circle is 360 degrees, so the answer is 43.2/360.
Radians or degrees
68.4 degrees.
convert 27%to a degree measure on a circle graph
If, by circle graph, you mean a pie graph then 450 will be 360*450/n degrees where n is the sum of all the sectors of the pie.