MATH 1300 Final: MATH1300 Ohio SummerFinalExam

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31 Jan 2019
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No partial credit will be awarded for answers without calculations or explanations. Please sign your name below signifying that you have read, understood and will abide by these directions and will not cheat. Possible points 6 6 10 15 6 10 10 10 12 15 20 10. Problem 1: (6 points) given that tan( ) = 4 and sec( ) < 0, nd the exact values of the six circular functions evaluated at . sin( ) = cos( ) = sec( ) = csc( ) = tan( ) = 4 cot( ) = Problem 2: (6 points) find the quotient and remainder when the polynomial. 7x4 5x3 + 3x 1 is divided by x 2. 9x2 4y2 36x 24y 36 = 0 (1) put the equation in standard form and identify as a type of conic section. (2) graph the equation, label the foci, vertices and center. Problem 5: (6 points) find the exact values of.