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Common Errors in Calculus Exercises. The points and the tower are in the same vertical plane and the distance from A to B is 1 km. Determine the height of the tower. I understand to subtract 7degree's from 90 to equal 83 degrees. The same order for the other side. The order of operation is Tangent.

However I do it and I end up with the height being Seems a little low considering the answer from here says otherwise. The way I set it up I had two right triangles one on each side of the tower.

So I used the one big triangle with 7 degrees at A, 13 degrees at B, and degrees at the top of the tower. Use Law of Sines to get either the distance from the top to A or top to B.

Then use sine with one of the smaller triangles. Use of this site constitutes acceptance of our User Agreement and Privacy Policy.

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Geometry Burger, et al. Geometry Larson, et al. Geometry - Concepts and Skills Larson, et al. Geometry Jurgensen, et al. Geometry Charles, et al. Geometry Bass, et al. Algebra 2 Carter, et al. Algebra 2 Holliday, et al. Algebra 2 Burger, et al. Algebra 2 Larson, et al. Math Power 10 Knill, et al. Algebra and Trigonometry - Book 2 Brown, et al. Algebra 2 Charles, et al. Algebra 2 Wang Algebra 2 Bellman, et al.

Algebra 2 with Trigonometry Smith, et al. Algebra 2 Saxon Mathematics 10 Alexander, et al. College Pre-Algebra Bittinger, et al. College Pre-Algebra Lial, et al.

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