operues of Similar Triangies Opening Exercise Given AABC- AA'B'C' pictured to the right: Find the lengths of the missing sides. 15 B. 'C 9. Find the perimeter of the triangles. Find the area of the triangles.

Q: Classify the triangle as acute, right, or obtuse. Also classify-it as equilateral, isosceles, or…

A: Given  The sides of the triangle are  16,30 and 34   , The angle are 90 degree .

Q: 4. Find the area of the triangle. 5 cm 8 cm 6.8 cm A

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Q: D C E A How can the properties you discovered, along with the patterns from the triangles, help you…

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Q: Find the height of a triangle with area = 110 ft2 and base = 10 ft. A. 5.5 ft B. 22 ft C. 550 ft D.…

A: Given area 110ft^2 Base 10ft

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A: topic - trigonometric ratios

Q: OB = (x-25) meters 1. What are the lengths of OC, OA, and AB in terms of x? 2. If BC = 1/2AB. what…

A: O is the center of the circle.  AB is a diameter. OB= x - 25 meters. BC= =OB

Q: What is the area of the triangle? The triangle below is an equilateral triangle. 10 cm h b

A: Given Triangle is Area of triangle=?

Q: What is the length of y in this triangle? 8v2 45

A: Use cos theta

Q: 18 cm 12 cm F E C (a) Find the length of BC.

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Q: 18 m 12 m The perimeter of the triangular is 80 m. The surveyor's tape bisects an angle. Find the…

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Q: +++++ 10 8) The circumference of the above triangle is

A: To find the circumference of above figure

Q: Consider the figure below. Sink 7 ft Stovetop 2 ft Refrigerator Darius is remodeling his kitchen.…

A: For the solution follow the next step.

Q: Find the area of a triangle whose coordinates are A (1,1), B (3,-3), C (5,3)

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Q: O vd 5 yd

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Q: 6. Use your compass and straightedge to construct AA'B'C' such that Dp 3(AABC) = AA'B'C'. %3D P.

A: The above question is the dilation with the scale factor of 3 and centered at P

Q: The drawing below chow how two rimilar triangles. what is the pength of cride x? acm メ 1.2cm

A: Given,            The figure shown below are two similar triangles :           To find : What is…

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A: Consider the given figure as

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Q: ERE

A: The given question is taken from the volume in which we have to find the volume of the given sphere…