Jeopardy Trigonometry Review.

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Jeopardy Trigonometry Review

Graphing Trig. Functions Solving Trig. Equations
PreCalculus Review Vocabulary Unit Circle Misc. Graphing Trig. Functions Solving Trig. Equations \$100 \$200 \$300 \$400 \$500

Vocabulary for \$100 Identify the supplement of the angle (if possible).

Vocabulary for \$200 Identify the co-terminal angle (if possible).

Vocabulary for \$300 Identify the reference angle of:

Vocabulary for \$400 Identify which function has the largest period.

Vocabulary for \$500 If a plane that is cruising at an altitude of 30,000 feet wants to land at Denver International Airport, it must begin its descent so that the angle of depression to the airport is 7°. How many miles from the airport must the plane begin descending?

If a plane that is cruising at an altitude of 30,000 feet wants to land at Denver International Airport, it must begin its descent so that the angle of depression to the airport is 7°. How many feet from the airport must the plane begin descending? 30,000 X

Unit Circle for \$100 Find the value of

Unit Circle for \$200 Find the

Unit Circle for \$300 Determine the value:

Unit Circle for \$400 Simplify the expression:

Unit Circle for \$500 Evaluate all six trig functions when

Misc for \$100 Find the inverse angle of the function.

Misc for \$200 Find the inverse angle of

Misc for \$300 The point (5, -3) is on the terminal side of the angle. Find the exact value for the sine and tangent function.

Misc for \$400 Given the information below, find the exact value of the sine and cosine of the function.

Misc for \$500 Simplify the expression into using only one trig function.

Graphing Trig Functions for \$100
Which trig function has the largest amplitude?

Answers for Graphing Trig Functions for \$100

Graphing Trig Functions for \$200
Given the function provided below identify the amplitude, period, and midline.

Answers for Graphing Trig Functions for \$200

Graphing Trig Functions for \$300
Given the function provided below and the point (5,7). Find the value of c.

Answers for Graphing Trig Functions for \$300

Graphing Trig Functions for \$400
Jacob and Emily ride a Ferris wheel at a carnival in Billings, Montana. The wheel has a 16 meter diameter, and turns at three revolutions per six minutes, with its lowest point one meter above the ground. Assume that Jacob and Emily's height h above the ground is a sinusoidal function of time t, where t =0 represents the lowest point on the wheel and t is measured in seconds. Write the equation for h in terms of t for a cosine sinusoidal function.

Answers for Graphing Trig Functions for \$400

Graphing Trig Functions for \$500
Graph the function and label all identify all parts (amplitude, period, midline, and x-intercept)

Answers for Graphing Trig Functions for \$500
X-values Y-values -5/2 =-25/8 -30/8 4 -35/8 -40/8 -4 -45/8

Solving Trig Equations for \$100
Solving the equation for x:

Answers for Solving Trig Equations for \$100

Solving Trig Equations for \$200
Solve the equation for x:

Answers for Solving Trig Equations for \$200

Solving Trig Equations for \$300
Solve the equation for x:

Answers for Solving Trig Equations for \$300

Solving Trig Equations for \$400
Solve the equation for x:

Answers for Solving Trig Equations for \$400

Solving Trig Equations for \$500
Solve the equation for x:

Answers for Solving Trig Equations for \$500