- 2 8 Points Total 4 Points Each Let F Be A Function With Continuous F Such That F 3 0 F 3 2 And F 3 1 Eval 1 (22.87 KiB) Viewed 47 times
2. [8 points total, 4 points each] Let f be a function with continuous f′′ such that f(3)=0,f′(3)=2, and f′′(3)=−1. Eval
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2. [8 points total, 4 points each] Let f be a function with continuous f′′ such that f(3)=0,f′(3)=2, and f′′(3)=−1. Eval
2. [8 points total, 4 points each] Let f be a function with continuous f′′ such that f(3)=0,f′(3)=2, and f′′(3)=−1. Evaluate the following limits: (a) x→0limxf(3+2x)+f(3+4x) (b) x→0limx2f(3−x)−f(3)−f(3+3x).
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