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I Can Determine The Height Of A Rocket! by Carolyn Hicks 2003
1 st Step Determine the tools needed. Plan a visit to the rocket to take measurements. Review trigonometric ratio problem solving. Prepare
2 nd Step On the field trip, take measurements of: Take Field Trip 2.Angle formed by this distance and an imaginary line from this point to the top of the rocket (
"name": "2 nd Step On the field trip, take measurements of: Take Field Trip 2.Angle formed by this distance and an imaginary line from this point to the top of the rocket (
3 rd Step Use data to calculate the height. Calculate the height. tan A = height of rocket (a)/ distance (b) or tan A = a/b or a = b (tan A)
4th Step Using internet Convert the results to metric units. convert the height to metric units.
Trigonometric Ratios A B C A B C a b c A B C a b c.
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© Boardworks Ltd of 8 This icon indicates the slide contains activities created in Flash. These activities are not editable. For more detailed instructions,
Trigonometric Equations. Definition Example: Consider:
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Trig Ratios SohCahToa Sine = Sin A = ___ Sin C = ___.
Right Triangle Trigonometry Trigonometry is based upon ratios of the sides of right triangles. The ratio of sides in triangles with the same angles is.
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Things I could change/very Direction of rocket Change the rocket Force put on rocket Length of rocket Length of the launcher Angle of the rocket The average.
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Mrs. Rivas International Studies Charter School..
For each problem: Draw a diagram representing the situation, write the equation used to solve the problem, then solve. 1. A 20-ft. wire supporting a flagpole.
Solving Right Triangles Given certain measures in a right triangle, we often want to find the other angle and side measures. This is called solving the.
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