Chapter22005

# Calculus: Early Transcendental Functions

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Unformatted text preview: Chapter 2 Test September 13, 2005 No Calculators Name 1. Find lim x โ 5 + x โ 5 cccccccccccccccc ccccccccccccc ยป 3 x โ 15 ยป 2. Find lim x โ 5 ccc 3 + 1 cccccccccccccccc ccccccc รจ!!!!!!!!!!!!!!! 3 x โ 5 3. Find lim x โ 1 ccc 2 8 x 3 โ 1 cccccccccccccccc ccccc 4 x 2 โ 1 4. Find lim x โ 5 ฯ cccccc 6 csc x cot 2 x 5. Find lim x โ 5 โ x 2 โ 2 x โ 15 cccccccccccccccc cccccccccccccccc cccccc 2 x 2 โ 11 x + 5 6. Find lim x โ x 2 4 x cos x 7. Find lim x โ x csc x + 1 cccccccccccccccc ccccccccccccc x csc 2 x 8. Find lim x โ โโ H 2 x + 1 L H 4 x โ 4 L cccccccccccccccccccccccccccccccc cccccccccccccccc H 1 โ x L H 3 x โ 5 L 9. Find the slope of the curve y = 1 cccc 2 x 2 โ 2 at the point H 4, 6 L , and do not use any shortcuts. 10. Find the average rate of change of the function f H x L = cot J x cccc 2 N on the interval A ฯ cccc 3 , 4 ฯ cccccccc 3 E 11. If f H x L = 5 โ 3 x for x < โ 3 then find lim x โ โ 3 f H x L . Justify your answer x...
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Chapter22005 - Chapter 2 Test No Calculators Name 1 Find...

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