If fprime(a)=41,then(lim)h0f(a+h3−h2)−f(a−h3+h2)f(a+2h2)−f(a−2h2)= 0 b. 1 c. −2 d. none of these

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If {{f}^{{{p}{r}{i}{m}{e}}}{({a})}}={{1}}{{4}},{t}{h}{e}{n}{()

Question

If $f^{p r i m e} (a) = \frac{1}{4}, t h e n (lim)_{h 0} \frac{f ( a + 2 h ^{2} ) - f ( a - 2 h ^{2} )}{f ( a + h ^{3} - h ^{2} ) - f ( a - h ^{3} + h ^{2} )} =$ $0$ b. $1$ c. $- 2$ d. none of these

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Eleanor Discussed

f^{p r i m e} (a) = \frac{1}{4}, t h e n (lim)_{h 0} \frac{f ( a + 2 h ^{2} ) - f ( a - 2 h ^{2} )}{f ( a + h ^{3} - h ^{2} ) - f ( a - h ^{3} + h ^{2} )} =

0

1

- 2

d. none of these

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Question Text

f^{p r i m e} (a) = \frac{1}{4}, t h e n (lim)_{h 0} \frac{f ( a + 2 h ^{2} ) - f ( a - 2 h ^{2} )}{f ( a + h ^{3} - h ^{2} ) - f ( a - h ^{3} + h ^{2} )} =

0

1

- 2

d. none of these