The area of the base of a right circular cone is 441A cm2. If the slant height is 29 cm, find the height of the cone. cm

Q: 2) From a point at eye level with the base of the pedestal of the Statue of Liberty, an observer…

A: Consider

Q: Find the area of the triangle with a = 6 meters, b = 16 meters,and c = 18 meters. Round to the…

A: Given a triangle with sides a = 6 meters, b = 16 meters,and c = 18 meters.

Q: The area of the triangle below is 33.62 square feet What is the length of the base? 8.2 ft

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Q: Determine the height of an equilateral triangle with side lengths of 14.5 cm to the nearest tenth

A: To determine the height of an equilateral triangle with side lengths of 14.5 cm to the nearest tenth

Q: The radius of a circular sign is 25 inches. Equal parts of the sign are painted purple and green.…

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Q: find the area of the windshield cleared by a wiper blade that is 18in long, at the end of a 23 in…

A: We need to find the area of the windshield cleared by a wiper blade that is 18in long, at the end of…

Q: A C B Drawing not to scale. Line AB is tangent to the circle with center O. If OB = 3 and if AC = 5,…

A: From the given figure; AC¯=5 OB¯= OC= radius=3 Now find the length of OA OA=AC+OCOA=5+3OA=8

Q: iangle BRK is 52 cm. What is BR? 3x-4 B K x +4

A: Use the properties of isosceles triangle and formula for perimeter of triangle.

Q: Find the area of the parallelogram. The base is 18.2 m and the height is 23.35 m. ..... The area of…

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Q: Claudia owns a lot in a cul-de-sac. The sides of the lot are parallel and are perpendicular to the…

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Q: The circumference of a circle is 91 centimeters.  Find the approximate area of the circle. Thank…

A: First I have find the radius of the circle using given circumference and then approximate the area…

Q: 24 16

A: Consider the figure

Q: The circumference of a circle is 1977 cm. Find its radius, in centimeters.

A: Given that The circumference of a circle is 19pi cm To find Radius of the circle

Q: Square ABCD  shown has sides of length  10 centimeters. The unshaded portions are both semicircles.…

A: The results to be used are as follows: The area of the square is A=side2 The area of the semi-circle…