Exam 6: Equations

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For the equation below, find all degree solutions in the interval For the equation below, find all degree solutions in the interval   . Give your answer in degrees. If rounding is necessary, round to the nearest tenth of a degree. Use your graphing calculator to verify each solution graphically.  . Give your answer in degrees. If rounding is necessary, round to the nearest tenth of a degree. Use your graphing calculator to verify each solution graphically. For the equation below, find all degree solutions in the interval   . Give your answer in degrees. If rounding is necessary, round to the nearest tenth of a degree. Use your graphing calculator to verify each solution graphically.

(Short Answer)
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Find all solutions if Find all solutions if   . Give your answers in radians using exact values only.  . Give your answers in radians using exact values only. Find all solutions if   . Give your answers in radians using exact values only.

(Essay)
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Solving the following equation will require you to use the quadratic formula. Solve the equation for θ  between 0° and 360°, and round your answers to the nearest tenth of a degree. Solving the following equation will require you to use the quadratic formula. Solve the equation for θ  between 0° and 360°, and round your answers to the nearest tenth of a degree.   ​ ​

(Multiple Choice)
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If central angle θ  cuts off a chord of length c  in a circle of radius r , then the relationship between θ , c , and r  is given by If central angle θ  cuts off a chord of length c  in a circle of radius r , then the relationship between θ , c , and r  is given by     Find θ , if ​c ​ =  ​r ​1. Give your answer in degrees.  θ = __________° If central angle θ  cuts off a chord of length c  in a circle of radius r , then the relationship between θ , c , and r  is given by     Find θ , if ​c ​ =  ​r ​1. Give your answer in degrees.  θ = __________° Find θ , if ​c ​ =  ​r ​1. Give your answer in degrees. θ = __________°

(Short Answer)
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Solve the equation for θ  if Solve the equation for θ  if   . Do not use a calculator.   ​ . Do not use a calculator. Solve the equation for θ  if   . Do not use a calculator.   ​ ​

(Multiple Choice)
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Find all solutions if Find all solutions if   . Round each of the solutions to the nearest tenth.   ​ . Round each of the solutions to the nearest tenth. Find all solutions if   . Round each of the solutions to the nearest tenth.   ​ ​

(Multiple Choice)
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Eliminate the parameter t in the following: Eliminate the parameter t in the following:       ​   Eliminate the parameter t in the following:       ​ ​

(Multiple Choice)
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Eliminate the parameter t in the following: Eliminate the parameter t in the following:        Eliminate the parameter t in the following:    

(Essay)
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Find all degree solutions for the following. Find all degree solutions for the following.

(Essay)
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Solve the equation for θ  if Solve the equation for θ  if   . Do not use a calculator.  . Do not use a calculator. Solve the equation for θ  if   . Do not use a calculator.

(Short Answer)
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Eliminate the parameter t in the following: Eliminate the parameter t in the following:       ​   Eliminate the parameter t in the following:       ​ ​

(Multiple Choice)
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Find all solutions if Find all solutions if   . Give your answers in degrees, and round to the nearest tenth.   θ = __________° . Give your answers in degrees, and round to the nearest tenth. Find all solutions if   . Give your answers in degrees, and round to the nearest tenth.   θ = __________° θ = __________°

(Short Answer)
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Use your graphing calculator to find all radian solutions in the interval Use your graphing calculator to find all radian solutions in the interval    for the following equation. Round your answers to four decimal places.   ​  for the following equation. Round your answers to four decimal places. Use your graphing calculator to find all radian solutions in the interval    for the following equation. Round your answers to four decimal places.   ​ ​

(Multiple Choice)
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Find all degree solutions for the following. Find all degree solutions for the following.   ​ ​

(Multiple Choice)
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