Solve the triangle and find its area. If there are two solutions, find both. G=33 degrees, g=20 inches, h=15 inches

Name: Using the law of sines to "solve a triangle" and find its area
Uploaded: 2023-06-06T22:23:29+00:00
Description: Answer by Richard C. to Solve the triangle and find its area. If there are two solutions, find both. G=33 degrees, g=20 inches, h=15 inches

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Raymond B. · Accepted Answer

G = 33, H=24.11, I = 180-33-24.11 = 122.89g=20, h=15, i = 30.84area = 125.96 square unitsjust 1 solution,

Richard C. · Answer

Solve the triangle and find its area. If there are two solutions, find both. G=33 degrees, g=20 inches, h=15 inches

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Solve the triangle and find its area. If there are two solutions, find both. G=33 degrees, g=20 inches, h=15 inches

2 Answers By Expert Tutors

Still looking for help? Get the right answer, fast.

OR

RELATED TOPICS

RELATED QUESTIONS

Two forces of 55N and 85N act on an object simultaneously and the resultant force is 125N. What is the measurement of the angle between the two forces?

What are the values of all the cube roots (Z = -4v3 - 4i)?

1/x-1/2=2-x/2x

I need help trying to sole tan^2 x =1 where x is more than or equal to 0 but x is less than or equal to pi

how do i solve these?

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