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1 An artist uses wood to make this circle. Approximately how much wood is needed to make the circle A r2 A B C D 6 in2 9 in2 28 in2 5 Joey plots the points A B C and D as shown and connects them to form a square. Then he moves the square one unit to the right. Which of these is NOT a point on the square after it is moved 2 A box of crackers is a rectangular prism with a volume of 128 cubic inches. B. Draw an isosceles right triangle on the grid below. Explain why the figure drawn on the grid...
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How to fill out area of a circle

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How to fill out area of a circle

01
Step 1: Measure the radius of the circle
02
Step 2: Use the formula A = πr², where A represents the area and r represents the radius
03
Step 3: Square the radius by multiplying it by itself
04
Step 4: Multiply the squared radius by the value of π (pi)
05
Step 5: Round the calculated result to the desired decimal places, if necessary
06
Step 6: The obtained value is the area of the circle

Who needs area of a circle?

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People involved in geometry and trigonometry calculations
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Architects and engineers for designing structures and calculating materials
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Scientists and researchers working with circular objects or phenomena
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Mathematics students studying geometry or calculus
05
Artists and designers looking for precise measurements and proportions
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The area of a circle is calculated by the formula: A = πr^2, where r is the radius of the circle.
Anyone dealing with circles in geometry or engineering may need to calculate and report the area of a circle.
To fill out the area of a circle, you need to know the radius of the circle and plug it into the formula A = πr^2.
The purpose of finding the area of a circle is to measure the amount of space enclosed by the circle.
The only information needed to report the area of a circle is the radius of the circle.
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