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- 1. Multiple ChoiceFind the slope of the tangent line to f(x) = -3x2-6x at x = 1.m = 0f'(x) = -6x - 6f'(x) = 6xm = -12
- 2. Multiple ChoiceFind the derivative. f(x) = -8x-3 + 5x - exf'(x) = -24x-4 + 5 - exf'(x) = 24x-4 + 5 - exf'(x) = 24x-2 + 5 - exf'(x) = 24x-4 + 5 - ex-1
- 3. Multiple ChoiceFind the derivative f(x) = xexf'(x) = exf'(x) = xex + xexf'(x) = ex - xexf'(x) = ex + xex
- 4. Multiple ChoiceFind the derivative of f(x) = x2sinxf'(x) = 2xsinx - x2cosxf'(x) = 2xsinx + x2sinxf'(x) = 2xsinx + x2cosxf'(x) = 2xcosx
- 5. Multiple Choice
.Only the Chain RuleThe quotient & the Chain RulesOnly the Quotient RuleProduct & Quotient Rules - 6. Multiple ChoiceIf the position function for a particle is s(t) = -t2 - t, what is the instantaneous velocity function for the particle?v(t) = -2v(t) -2t - 1v(t) = t3v(t) = -t
- 7. Multiple Choice.e^(2x)(x^2-2)e^(2x)2xe^(x^2-2)(2x-2)e^(x^2-2)
- 8. Multiple Choice.The Chain or Quotient RuleThe Quotient and/or Chain RuleOnly the Chain RuleOnly the Quotient Rule
- 9. Multiple ChoiceHow many derivatives can you take of a function?only 3only 2only 1until you can no longer derive it
- 10. Multiple Choice4ABCD
- Answer choicesTagsAnswer choicesTags