Multiply the percentage by 3.6 and then round to the nearest whole number to give the central angle for the wedge.
A single number cannot be turned into a percent for a circle graph. You need a total. If the number is N and the total is T then the percentage is 100*N/T and then, for a circle graph, the relevant segment should subtend an angle of 360*N/T degrees (or 2*pi*N/T radians).
50
you should watch that the graph equals 100 percent
Sum all the data values together: this is the whole. To convert each data value into a percentage, divide it by the whole and multiply by 100. To convert the percentage into an angular measure in degrees, multiply the percentage by 3.6
half of the circle plus a little more
convert 27%to a degree measure on a circle graph
360% is the total percent. its what all the pieces of a circle graph should add up to!
A single number cannot be turned into a percent for a circle graph. You need a total. If the number is N and the total is T then the percentage is 100*N/T and then, for a circle graph, the relevant segment should subtend an angle of 360*N/T degrees (or 2*pi*N/T radians).
50
18 degrees is 5% on a circle graph.
100%.
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.
68.4 degrees.
It is: 5%
No. A circle graph - or pie graph - is designed so that the whole circle represents 100%. It is, therefore, not possible for the graph to represent more than 100%.
you should watch that the graph equals 100 percent
Sum all the data values together: this is the whole. To convert each data value into a percentage, divide it by the whole and multiply by 100. To convert the percentage into an angular measure in degrees, multiply the percentage by 3.6