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Answer:
Explanation:
Let f(x)= x²= 3. But
2x² = (3x²) = (4x²) = (5x²). So
f(x) = 4x².
The derivative of f (x)=x²=(1+x²) is simply f(x)=x²+1, or 2x².
Dividing both sides by x gives
f(x)=4x² + (1+x²).
Now let x=5
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