Maths-
General
Easy
Question
A circular window has a radius of 17 m. Find its circumference and area.
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)
Hint:
Given the radius of the circle .Find the circumference of the circle by using the formulas circumference of circle and area of circle
The correct answer is: The circumference of a circle is 106.8141 m and the area of the circle is 907.9202 sq.m
ANS :- The circumference of a circle is 106.8141 m and the area of the circle is 907.9202 sq. m.
Explanation :-
Given, the radius of circle r = 17 m
Then we get circumference of circle ![equals 2 pi r](data:image/png;base64,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)
![equals 34 pi straight m](data:image/png;base64,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)
= 106.8141 m
The circumference of a circle is 106.8141 m
Then we get area of circle = ![pi r squared](data:image/png;base64,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)
![equals pi left parenthesis 17 right parenthesis squared](data:image/png;base64,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)
![equals 289 pi m squared](data:image/png;base64,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)
= 907.9202 sq. m
The area of the circle is 907.9202 sq. m.
∴The circumference of a circle is 106.8141 m and the area of the circle is 907.9202 sq. m.
The circumference of a circle is 106.8141 m
Then we get area of circle =
The area of the circle is 907.9202 sq. m.
∴The circumference of a circle is 106.8141 m and the area of the circle is 907.9202 sq. m.
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Find the area of square inscribed in a circle of radius 8 cm.
![](data:image/png;base64,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)
Find the area of square inscribed in a circle of radius 8 cm.
![](data:image/png;base64,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)
Maths-General
Maths-
A hemisphere of radius 5 cm surmounted by a right circular cone of base radius 5 cm. Find the volume of the solid if the height of the cone is 7 cm. Give your answer correct to two places of decimal.
A hemisphere of radius 5 cm surmounted by a right circular cone of base radius 5 cm. Find the volume of the solid if the height of the cone is 7 cm. Give your answer correct to two places of decimal.
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
Does the point P (2, -3) lie on the line -3x + y + 9= 0?
Bloom’s category: Application
Level: Medium
Does the point P (2, -3) lie on the line -3x + y + 9= 0?
Maths-General
Maths-
Find the area of triangle ABC
![](data:image/png;base64,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)
Find the area of triangle ABC
![](data:image/png;base64,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)
Maths-General
Maths-
An iron sphere of diameter 12 cm is dropped into a cylindrical can of diameter 24 cm containing water. Find the rise in the level of water when the sphere is completely immersed?
An iron sphere of diameter 12 cm is dropped into a cylindrical can of diameter 24 cm containing water. Find the rise in the level of water when the sphere is completely immersed?
Maths-General
Maths-
A Sphere and cube have the same surface. Show that the ratio of the volume of the sphere to that of the cube is ![square root of 6 colon square root of pi](data:image/png;base64,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)
A Sphere and cube have the same surface. Show that the ratio of the volume of the sphere to that of the cube is ![square root of 6 colon square root of pi](data:image/png;base64,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)
Maths-General
Maths-
Find the width of a 10 m long rectangular court if its boundary is 34 m.
Find the width of a 10 m long rectangular court if its boundary is 34 m.
Maths-General
Maths-
Bloom’s category: Application
Level: Medium
Name three points that are coplanar but not collinear.
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)
Bloom’s category: Application
Level: Medium
Name three points that are coplanar but not collinear.
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)
Maths-General