Advice 1: How to determine the diameter of a circle

Circle - a closed curve whose points are equidistant from its center. The main characteristics of the circle are radius and diameterrelated to each other both visually and arithmetically.
How to determine the diameter of a circle
Instruction
1
Diameter is the segment connecting two arbitrary points on the circle and passing through its center. Therefore, if the diameter you need to find by knowing the radius of the given circle, multiply the numerical value of the radius by two, and measure the value found in the same units as the radius. Example: the Radius of a circle 4 centimeters. To find the diameter of this circle. Solution: the Diameter is 4 cm*2=8 cm Answer: 8 inches.
2
If the diameter of the need to find through the length of the circle, then we must act using the first step. There is a formula to calculate the length of a circle: l=2PR, where l is the length of the circumference, 2 is a constant, n is the number equal to 3.14; R is the radius of the circle. Knowing that the diameter is double the radius, the above formula can be written as: l=пD, where D is the diameter.
3
To Express this formula diameter of circle: D=l/n, And substitute into it the known values, calculate a linear equation with one unknown. Example: to Find the diameter of a circleif its length is 3 meters. Solution: the diameter is equal to 3/3 = 1 m. Answer: the diameter equal to one meter.
Useful advice
In the mathematical tasks are often permitted to use the PI as just 3, and 3.14.

Advice 2: As at the circumference to determine the diameter

The circumference and diameter are related geometrical quantities. This means that the first of them can be translated into the second without any additional data. The mathematical constant, through which they are linked, is the number π.
As at the circumference to determine the diameter
Instruction
1
If a circle is presented in the form of an image on paper, and its diameter is required to determine approximately measure it directly. If its center is shown in the drawing, swipe through his line. If the center is not shown, locate it with the help of a compass. To do this, use a square with angles of 90 and 45 degrees. Attach it to a 90-degree angle to the circle so that it touched both sides, and circle. Then attach the resulting straight corner 45-degree angle of a square, draw a bisector. It passes through the center of the circle. Similarly, draw in the other place the second circle on the right angle and its bisector. They intersect in the center. This will allow you to measure the diameter.
2
To measure the diameter, it is preferable to use a ruler made from a thin sheet of material, or tailoring meter. If you only have the large ruler measure the diameter of a circle with a compass, then without changing the solution, transfer it to graph paper.
3
In the absence in terms of the problem numeric data and the presence only of the drawing, you can measure the circumference using the odometer and the diameter then calculate. To use the odometer, first rotate the wheel select the arrow exactly on the zero division. Then mark on the circle point and press the odometer to the sheet so that a bar over a wheel indicated at this point. Slide the wheel along the line of the circle until the bar again will be over by this point. Read the testimony. They are in centimetres - if necessary, convert them to millimeters.
4
The circumference (indicated in the problem or measured by the odometer), divide it by twice the number π. Get the diameter expressed in the same units of measurement as the original data. If required by the conditions, put the calculation result into more convenient units.
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