The length of the base of isosceles triangle is 24 cm and the length of the leg is 20 cm. Deter the ratio in which center of the inscribed circle divides the altitude on the base. A 2:3 3:4 B C 3:5

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A: After each round, the each triangle is dividedinto 3 trianglesFirst round:Triangle produces three…

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Q: Determine (a) the area and (b) the circumference of the circle. 3 cm

A: Given: radius r of the circle, r = 3 cm. we know that area of circle of radius r is given by πr2…

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Q: Find the area of each triangle. Round to the hundredth place. a = 38.4 km, b = 41.7 km & c = 52.8 km

A: Area of triangle = s (s-a)(s-b)(s-c) semi-perimeter of the triangle, s =a+b+c2 a= 38.4 km b= 41.7 km…

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Q: A triangle has sides of 3.5 inches, 6 inches and 5.5 inches. What is its perimeter? O 18 inches? O…

A: The sides of the triangles are: a=3.5  inchesb=6  inchesc=5.5  inches

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Q: 13 feet 12 feet

A: The sail shaped like a right triangle.  we use Pythagoras theorem to determine the unknown side .

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A: Given that, A right triangular sail on homers sailboat had a leg-side of lengths of 15 feet and 20…

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Q: The circumference of a circle is 14n cm. What is the area of the

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Q: radius of 60 cm . How many revolutions does each wheel make when Harley bikes 500 m?

A: One revolution is =2πr

Q: Refer to the profile drawing for a hatch on a boat. If the height is 9 inches and the width is 36…

A: Given: The profile for hatch of a boat is as follows:

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A: Given each side of triangle is 523 ft.

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Q: In the diagram below of rectangle AFEB and a semicircle with diameter CD, AB = 5 inches, AB = BC =…

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Q: b. Find the height h of the triangle. 10 cm 4 сm h 8 cm

A: We can find the area of the triangle using Heron's theorem and using "base and height", then we will…

Q: Three survey markers are situated on the vertices of an equilateral triangle with a side length of…

A: Area of Equilateral Triangle (A) = (√3/4)a² square units Where a = length of sides.

Q: A triangle has sides that measure 12 inches, 14 inches and 13 inches. What is its perimeter? 39…

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