Physics Problems 18

Physics Problems 18 - x . e) product o d and x . 002 qmult...

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Chapt. 2 One-Dimensional Kinematics Multiple-Choice Problems 002 qmult 00050 1 4 5 easy deducto-memory: calculus limited defnition 1. “Let’s play Jeopardy ! For $100, the answer is: It is the branch o± mathematics that deals with limits, derivatives, di²erentiation, integrals, and integration.” What is , Alex? a) geometry b) algebra c) number theory d) set theory e) calculus 002 qmult 00052 1 1 3 easy memory: derivative defnition 2. The ±ormula df dx = lim Δ x 0 Δ f Δ x , where f ( x ) is a general ±unction o± x is the not-explicit defnition o± the: a) integration. b) integral. c) derivative. d) di²erentiation. e) di²erential. 002 qmult 00054 1 1 2 easy memory: di²erentials 3. The quantity dx in calculus is the: a) derivative o± x . b) di²erential o± x . c) integral o± x . d) integratial o±
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Unformatted text preview: x . e) product o d and x . 002 qmult 00056 1 1 2 easy memory: approximate derivative 4. We can approximate derivative df/dx to some degree o accuracy by: a) f x . b) f x . c) x f . d) d 2 f dx 2 . e) df 2 x . 002 qmult 00058 1 1 4 easy memory: power-law derivative 5. The derivative o Ax p , where A is a general constant and p is a general power, is: a) Ax p +2 p + 2 . b) Ax p p . c) Ax p +1 p + 1 or A ln( x ) i p = 1. d) pAx p 1 or 0 i p and x are both zero. e) Ax p . 002 qmult 00060 1 1 1 easy memory: defnite and indefnite integrals 6. The expression i b a f ( x ) dx = F ( b ) F ( a ) is a/an and the expression i f ( x ) dx = F ( x ) + C...
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This note was uploaded on 12/14/2011 for the course PHY 2055 taught by Professor Dr.acost during the Fall '11 term at University of Florida.

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