When reading a circle graph it mainly talk about being part of one whole.like in a whole circle
A one-percent sector subtends an angle of 3.6 degrees at the centre.
That depends on what your graph is showing about the USA, compared to the other countries. Your graph may be showing fraction of world population, fraction of world GDP, fraction of world energy consumption, fraction of the world's Jews, fraction of the world's oil production, fraction of world oil refineries, etc. The USA section on each one would be different.
It is the diameter of the circle.
Yes, since the full circle has 360 degrees.
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%.
Information about creating a circle graph may be found in the Tools section of the Microsoft Office program. If one does not have that program on their computer, one may go to the website Map Playground for instructions.
A circle graph shows the different parts of a whole quantity.-Akira
all you have to do is get a compass and draw a circle. If you mean graph one, it would be impossible by hand but you can try.
When reading a circle graph it mainly talk about being part of one whole.like in a whole circle
A one-percent sector subtends an angle of 3.6 degrees at the centre.
That depends on what your graph is showing about the USA, compared to the other countries. Your graph may be showing fraction of world population, fraction of world GDP, fraction of world energy consumption, fraction of the world's Jews, fraction of the world's oil production, fraction of world oil refineries, etc. The USA section on each one would be different.
It is a section or several sections of the number line.
It is the diameter of the circle.
Yes, since the full circle has 360 degrees.
False. It may be simple to calculate percentages from one but that need not be what the graph is based on.
Diameter: A straight line dividing the circle equally Circumference: The distance around the circle Radius: The middle of a circle reaching to one point of the circle