Jim, shown by AB, is 68 inches tall. He casts a shadow that is 76 inches long. A tree, shown by DE, casts a shadow that is 228 inches long. How tall is the tree? Submit and Explain Shadow of Shadow of person tree

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A: We can solve the problem by law of cosine.

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A: To find out what   property of a triangle must be applied if measure of all the three sides of…

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A: The objective of this question is to find the height of the person using the concept of similar…

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A:

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A: Find your answer below

Q: How long is this side?

A:

Q: Construct a rectangle with sides of lengths c and d.

A: Given

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Q: 3. Find angle C 6. 5.

A: A=s(s-a)(s-b)(s-c) where s=a+b+c2 and the sides length are a,b,c. Here a=8,b=5,c=9 s=8+5+92=222=11…

Q: how Many sides does a polygon with a vertex angle of 135 have

A: Steps and explanations are as follows: We know that the sum of all the angles of a polygon is…

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A: Similar traingles.

Q: 5. Explain why AABC is isosceles. B. 70 70

A: As per our guidelines, we are allowed to answer only one question. So,  I am providing solution to…

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Q: If a 8 m tall ladder casts a 20 m long shadow, then how long is the shadow that a 6 m tall tree…

A: Find shadow

Q: 12.. AABC-AEDC. Find the value of x that makes the triangles similar. * 15 10 6. 18 O 25 O 10.8

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Q: 5.) Find the value of x. Tell whether the side length form a Pythagorean triple. 4.

A: Given :               a = 4 , b=7 and c = x To find :                   The value of x.…