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We wanted to find the height of the tree. First we measured how far away Mia was from the tree, which was 30 feet. Then after that we measured Mia´s height which was 5 feet. After that we found our angle of elevation which was 55 degress. After that we used sine or sin to find our height of our tree. sin(55)=30 After we work all that out, we got 24.6 feet but we had to add the 5 feet back in and then got 29.6 feet. But we were not done yet because we had to convert that .6 feet into inches. After we did all that work we found that our height of the tree was 36 feet and 6 inches.

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We wanted to find out how tall the building was, so we multipled the adjacent with the angle and got the opposite which is 20 ft. and 9 in.

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We measured how far away dulce from the wall. She was 15 feet away from the wall. Then we meandered how tall she was from her eyes down to her feet. Then we used the tangent of 35 which is the angle she was looking at the top of the building at. We used the tangent of 35 because the ground was adjacent to the angle and the wall was opposite to the angle. We work out and we found that the wall was 15 feet 6 inches tall.

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First we measured the distance from Stephanie to the school, 31.27ft and the angle of elevation, 26°. Then we used cosine to figure out that side and it was 28.1ft. But we weren't done, now we have to add Stephanie hight to her eye which was 5'4". We added that to the pervious measurement and got 33'5".

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We measured 41ft from Rashel to the lamp post. The angle of elevation from Rashel to the top of the lamp post is 44°. The distance from the ground to Rashel's eyesight is 5.2ft. The height of the lamp post from Rashel's eyesight to the top is 39.59ft. Once we added 5.2ft (height of Rashel's eyesight to the ground) to 39.59ft, we got 44ft and 9in as the height of the lamp post.

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We measure how tall the Band room building is. We found out it is 443 inches tall.

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Kat was 4ft 11in tall from her eyes to the ground and was 34ft 4in away from the flagpole. The flagpole measured 28ft 9 3/8in from Kat's eyes. The whole flagpole was 33ft 9 3/8 in. The angle of elevation was 40 degrees. We used tangent to find x which was how tall the flagpole was from Kat's eyes then we added Kat's heigth from her eyes to the ground to give us how long the flagpole is.

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We measured how tall Erika was then we found the angle. Solved the problem and found that the height is 158.27 inches tall.