~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

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~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan

Transcript of ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

Page 1: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

~Pink Team~

Anthony GhosseinNaomi YusafiJacob Kimes

Corey Sullivan

Page 2: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

30 degree triangle30,60, 90 triangle hyp.= 2*Short leg Long leg= short leg*sq. root of 3My height=5.42ftDistance to pole= 38 feet

Height of triangle= 38/ square root of 3= 38 square Root of 3 over 3.Height of pole= 114+38 sq. root of 3 over 3.

38

Trigonometry: tan of 30= x/38Tan (30) 38= 21.94Height of triangle= 21.94Height of pole= 5.42 +21.94Height of pole= 27.36

Page 3: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

45 degree triangleIn 45,45,90 triangle leg=leg and hyp=leg x square root of 2. 24ft + my height =the height of the pole.My height = 5.33ftHeight of pole= 29.33ft

Trig.Tan=opp/adjTan45=x/24X=24Height of pole= 29.33ft

24ft

24ft

Page 4: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

60 degree triangleIn a 30,60, 90 triangle hyp.= short leg(2) and the long leg= short leg (square roots of 3) My height=4.66ft

14ft

X

Special right triangleLong leg= 14 (square root of 3) therefore…The height of the pole is 14 square roots of 3

TrigonometryTan= opp./adj.Tan 60=x/14→ X= Tan 60 X 14 → 24.25

Page 5: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

50 degree triangle

20

Trigonometry:Tan = opp./adj.Tan50 = X/20 X = 23.83My height = 6ftHeight of pole = 29.83

x

Page 6: ~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.

In Conclusion…

• Average height of the pole:27.36+ 29.33+ 24.25+29.83=110.77/4= 27.69• During this process we used the clinometers

to measure our angle measures to the pole, then calculated our distance in feet. After that we applied special right triangle math and trigonometry to determine the height of the pole.