Mathematics
Grade-7
Easy
Question
The area of a circle having 10 yards radius is ________ square yards.(Take
= 3.14)
- 200
- 154
- 314
- 125
Hint:
area of the circle = ![πr squared](data:image/png;base64,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)
The correct answer is: 314
question ask about area, because it ask square yard
Area = ![pi r squared equals 3.14 cross times 10 squared](data:image/png;base64,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)
area= 3.14 × 100 = 314.
Related Questions to study
Mathematics
Determine area of the circle, from the picture given below. (Take
= 3.14)
![](data:image/png;base64,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)
Determine area of the circle, from the picture given below. (Take
= 3.14)
![](data:image/png;base64,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)
MathematicsGrade-7
Mathematics
Determine the area of the circle having 21 cm as radius.
Determine the area of the circle having 21 cm as radius.
MathematicsGrade-7
Mathematics
The circumference of a circular rug is 24.8 meters. Determine the area of the rug.
The circumference of a circular rug is 24.8 meters. Determine the area of the rug.
MathematicsGrade-7
Mathematics
Arthur ran a circular field 3times. If he ran a total distance of 750 m. Determine the area of the field.
Arthur ran a circular field 3times. If he ran a total distance of 750 m. Determine the area of the field.
MathematicsGrade-7
Mathematics
Determine the area of circle with a circumference of 25.12 meters.
Determine the area of circle with a circumference of 25.12 meters.
MathematicsGrade-7
Mathematics
A school playground has an area of 113.04 square yards. Determine the diameter of the ground.
A school playground has an area of 113.04 square yards. Determine the diameter of the ground.
MathematicsGrade-7
Mathematics
The area of a circle is 154 square feet. Determine its perimeter.
The area of a circle is 154 square feet. Determine its perimeter.
MathematicsGrade-7
Mathematics
Determine the radius of the circle with an area of 28.26 square feet.
Determine the radius of the circle with an area of 28.26 square feet.
MathematicsGrade-7
Mathematics
Determine the area of the circle having 9 meters as its diameter.
Determine the area of the circle having 9 meters as its diameter.
MathematicsGrade-7
Mathematics
The area of a circle having 8 inch radius is ________ square inch. (Take
= 3.14)
The area of a circle having 8 inch radius is ________ square inch. (Take
= 3.14)
MathematicsGrade-7
Mathematics
Determine the radius of the circle having 50.24 units as circumference.
Determine the radius of the circle having 50.24 units as circumference.
MathematicsGrade-7
Mathematics
Determine the diameter of the circle if the area of the square is 2.56 square feet.
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)
Determine the diameter of the circle if the area of the square is 2.56 square feet.
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)
MathematicsGrade-7
Mathematics
A circular racetrack has a diameter of mile. Calculate the distance traveled by car in one lap around the track.
A circular racetrack has a diameter of mile. Calculate the distance traveled by car in one lap around the track.
MathematicsGrade-7
Mathematics
A school has a circular lawn at the front. Calculate the steps taken by Julie to walk around the lawn.
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)
A school has a circular lawn at the front. Calculate the steps taken by Julie to walk around the lawn.
![](data:image/png;base64,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)
MathematicsGrade-7
Mathematics
Determine the diameter of a circle having 220 feet as the circumference.
Determine the diameter of a circle having 220 feet as the circumference.
MathematicsGrade-7