SPECIAL FUNCTIONS TEST A

SPECIAL FUNCTIONS TEST A - NAME_ AP CALCULUS SPECIAL...

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NAME______________________ AP CALCULUS SPECIAL FUNCTIONS TEST A MULTIPLE CHOICE : Choose the ONE BEST answer to each question. Place all your choices on the LEGAL SIZE paper provided. 1) ( 1K ) Which of the following is an oblique asymptote of the graph of () fx xxx x x = ++ 51 81 7 9 45 32 2 ? A) yx =− 52 B) =+ 5 9 2 C) = 5 D) 59 E) 8 2) ( 1K ) What is the equation of the horizontal asymptote to the curve xy x y −+= 234 ? A) y = 4 3 B) x 3 C) y = 1 D) y = 2 E) y = 0 3) ( 1K ) Evaluate: csc 5 3 π A) B) 2 3 C) 2 3 D) E) 4) ( 1K ) Which expression is equivalent to −+ 1 2 2 csc csc x x ? A) cos 2 x B) sin 2 x C) tan 2 x D) cos 2 x E) sin 2 x 5) ( 1K ) Which expression is equivalent to ( ) ( ) sin sin xx ππ 33 ? A) 3 4 sin x B) sin x C) 3sin x D) 2sin x E) cos x 6) ( 1K ) Solve for x : ( ) 1 9 27 2 x x = A) 6 B) 6 5 C) D) E) 7) ( 1A ) A radioactive material has an initial mass of 50 mg and a half–life of 20 minutes. Which expression represents the mass after t minutes? A) 50 2 20 t mg B) 50 05 20 . t mg C) 50 05 20 .
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This note was uploaded on 07/27/2010 for the course MATH MATH 1025 taught by Professor Tanny during the Spring '09 term at York University.

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SPECIAL FUNCTIONS TEST A - NAME_ AP CALCULUS SPECIAL...

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