Exam 2: Analytic-Trigonometry

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Convert the expression. ​ Convert the expression. ​   ​ ​ ​ ​

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Solve the following equation. ​ Solve the following equation. ​   ​ ​

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Use the formula Use the formula   , where   to rewrite the trigonometric expression in the following form. ​   ​   ​ , where Use the formula   , where   to rewrite the trigonometric expression in the following form. ​   ​   ​ to rewrite the trigonometric expression in the following form. ​ Use the formula   , where   to rewrite the trigonometric expression in the following form. ​   ​   ​ ​ Use the formula   , where   to rewrite the trigonometric expression in the following form. ​   ​   ​ ​

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Use the cofunction identities to evaluate the expression without using a calculator. ​ Cos265° + cos225° ​

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Rewrite Rewrite   as a single logarithm and then simplify the result. ​ as a single logarithm and then simplify the result. ​

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Evaluate the following expression.(x ≠ π/2 + πn, where n is a whole number) ​ Evaluate the following expression.(x ≠ π/2 + πn, where n is a whole number) ​   ​ ​

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The horizontal distance d (in feet) traveled by a projectile with an initial speed of v feet per second is modeled by The horizontal distance d (in feet) traveled by a projectile with an initial speed of v feet per second is modeled by   , where θ is the angle at which the projectile is launched. Find the horizontal distance traveled by a golf ball that is hit with an initial speed of 80 feet per second when the ball is hit at an angle of   .Round to the nearest foot. , where θ is the angle at which the projectile is launched. Find the horizontal distance traveled by a golf ball that is hit with an initial speed of 80 feet per second when the ball is hit at an angle of The horizontal distance d (in feet) traveled by a projectile with an initial speed of v feet per second is modeled by   , where θ is the angle at which the projectile is launched. Find the horizontal distance traveled by a golf ball that is hit with an initial speed of 80 feet per second when the ball is hit at an angle of   .Round to the nearest foot. .Round to the nearest foot.

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Solve the following equation. ​ Solve the following equation. ​   ​ ​

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Write the given expression as the tangent of an angle. Write the given expression as the tangent of an angle.

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Which of the following expressions is equivalent to the given expression Which of the following expressions is equivalent to the given expression   ? (θ ≠ π/2 + πn, where n is a whole number) ​ ? (θ ≠ π/2 + πn, where n is a whole number) ​

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Use the trigonometric substitution to rewrite the algebraic expression as a trigonometric function of θ, where Use the trigonometric substitution to rewrite the algebraic expression as a trigonometric function of θ, where   .   ​ . Use the trigonometric substitution to rewrite the algebraic expression as a trigonometric function of θ, where   .   ​ ​

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Solve the following equation. ​ Solve the following equation. ​   ​ ​

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Use a graphing utility to determine which of the trigonometric functions is equal to the following expression. Use a graphing utility to determine which of the trigonometric functions is equal to the following expression.

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Evaluate the following expression.(x ≠ πn, y ≠ π/12 + πn, where n is a whole number) ​ Evaluate the following expression.(x ≠ πn, y ≠ π/12 + πn, where n is a whole number) ​   ​ ​

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Simplify the expression algebraically. ​ Simplify the expression algebraically. ​   ​ ​

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Which of the following is a solution to the given equation? ​ Which of the following is a solution to the given equation? ​   ​ ​

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Use the half-angle formulas to determine the exact value of the given trigonometric expression. ​ ​ Use the half-angle formulas to determine the exact value of the given trigonometric expression. ​ ​   ​ ​

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Use a graphing utility to graph the function. ​ Use a graphing utility to graph the function. ​   ​ ​

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Evaluate the following expression.(x ≠ (π + 2πn)/10, where n is a whole number) ​ Sec 5x - cos 5x ​

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Simplify the given expression algebraically. Simplify the given expression algebraically.

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