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6 Questions on Trigonometry - Applications - Project | MAC 1114, Study Guides, Projects, Research of Trigonometry

Material Type: Project; Professor: Condor; Class: Trigonometry; Subject: MAC, Mathematics: Calc&Precalc; University: Manatee Community College; Term: Unknown 1989;

Typology: Study Guides, Projects, Research

Pre 2010

Uploaded on 08/18/2009

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MAC 1114 Project 1
Section 2.4: Applications
Student Name: _________________________________ Class Time _______________________
Group Members: _________________________________
_________________________________
_________________________________
1) Find the height of the lamppost by measuring distances x, y and z and by using similar triangles.
h = _______
x = length of shadow of lightpost ___________
y = length of shadow of student __________
z = height of student ___________
2) Measure the height of the lamppost by using a trigonometric ratio. Find θ with the True Angle
measuring tool. θ is angle of elevation to top of lamppost. θ = ________ h = ________
Stand at the end of the shadow of the light post to measure θ.
h = _______
x = length of shadow of light post ___________
θ = angle of elevation to the top of the light post __________
z = height of student ___________
MAC 1114 Project 1
1
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MAC 1114 Project 1 Section 2.4: Applications Student Name: _________________________________ Class Time _______________________ Group Members: _________________________________



  1. Find the height of the lamppost by measuring distances x, y and z and by using similar triangles. h = _______ x = length of shadow of lightpost ___________ y = length of shadow of student __________ z = height of student ___________
  2. Measure the height of the lamppost by using a trigonometric ratio. Find θ with the True Angle measuring tool. θ is angle of elevation to top of lamppost. θ = ________ h = ________ Stand at the end of the shadow of the light post to measure θ. h = _______ x = length of shadow of light post ___________ θ = angle of elevation to the top of the light post __________ z = height of student ___________ MAC 1114 Project 1
  1. Find the height of the tree by measuring distances x, y, and z and by using similar triangles. h = _______ Mirror x = distance from tree to mirror ___________ y = distance from mirror to student __________ z = eye height of student ___________
  2. Measure the height of the tree by using a trigonometric ratio. Find θ with the True Angle measuring tool. θ is the angle of elevation to the top of the tree. θ = ________ h = ________ h = _______ x x = distance from tree to student ___________ θ = angle of elevation to the top of the tree __________ z = eye height of student ___________ MAC 1114 Project 1