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Q 26. Determine the value of [f(a, b)/g(a, b)] when a = 2 and b = 4. Ops: A. 9/34 B. 34/9 C. 35/8 D. 8/35

Question

Q 26.

Determine the value of f(a,b)g(a,b) \frac{f(a, b)}{g(a, b)} when a=2 a = 2 and b=4 b = 4 .
Ops:
A.934 A. \frac{9}{34}
B.349 B. \frac{34}{9}
C.358 C. \frac{35}{8}
D.835 D. \frac{8}{35}

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Solution

To solve the problem, we will follow the steps outlined below:

1. Break Down the Problem

We need to find the value of f(a,b)g(a,b)\frac{f(a, b)}{g(a, b)} when a=2a = 2 and b=4b = 4. However, we need the definitions of the functions ff and gg to proceed with the calculation.

2. Relevant Concepts

Since f(a,b)f(a, b) and g(a,b)g(a, b) are not provided in the question, we will need to use any provided formulas or rules surrounding these functions, if available.

3. Analysis and Detail

Assuming you have definitions for ff and gg based on previous parts of the assignment, please substitute aa and bb into those functions:

  1. Calculate f(2,4)f(2, 4).
  2. Calculate g(2,4)g(2, 4).
  3. Compute f(2,4)g(2,4)\frac{f(2, 4)}{g(2, 4)}.

4. Verify and Summarize

After calculating the values for f(2,4)f(2, 4) and g(2,4)g(2, 4), verify by substituting back into the original functions.

Final Answer

Finally, summarize the result: the appropriate choice from the given options based on your calculations.

However, without the definitions of ff and gg, I am unable to perform the specific calculations necessary. Please provide the definitions for further assistance.

This problem has been solved

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