This topic focuses on calculating the diameter of a circle given its area, employing the formula for the area of a circle with respect to Pi. It covers basic to intermediate problem-solving skills in geometry, specifically dealing with circle properties, involving algebraic manipulation to solve for the diameter when the area is known. The exercises are designed to reinforce understanding of the relationships between circle area, diameter, and Pi, and practice algebraic skills to isolate and solve for variables.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreArea of a Circle - Area and Equation to Diameter (Pi Value) Worksheet
| Math worksheet on 'Area of a Circle - Area and Equation to Diameter (Pi Value) (Level 1)'. Part of a broader unit on 'Geometry - Circle Partial Area and Circumference - Intro' Learn online: app.mobius.academy/math/units/geometry_circles_partial_perimeter_area_intro/ |
1
| If the area of this circle is 5, what it its diameter? |
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2
| If the area of this circle is 2, what it its diameter? |
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b
c
3
| If the area of this circle is 10, what it its diameter? |
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b
c
d
4
| If the area of this circle is 7, what it its diameter? |
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b
c
d
5
| If the area of this circle is 8, what it its diameter? |
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b
c
d
6
| If the area of this circle is 9, what it its diameter? |
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c
d
7
| If the area of this circle is 4, what it its diameter? |
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d
