Lab 2: The Difference Quotient

Find the Difference Quotient f(x)=1/x. Step 1. Consider the difference quotient formula. Step 2. Find the components of the definition. Tap for more steps Evaluate the function at . Tap for

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How to Solve the Difference Quotient

Using the difference quotient formula, the difference quotient of f (x) is, [ f (x + h) - f (x) ] / h. = [ ln (x + h) - ln x ] / h. = ln [ (x + h) / x ] / h (because by quotient property of logarithms, ln m - ln n = ln (m / n)) Answer: The difference quotient

Difference Quotient Calculator

Formula to find Difference Quotient is: \$\$ f (x) = f (x + h) – f (x) / h \$\$. To find
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How do you find the difference quotient of f, that is, find ((f(x+h)

The steps to find the difference quotient for f (x) are given as follows: Substitute f (x) with f (x + h). Now subtract f (x) from f (x + h); f (x + h) - f (x) Open the brackets and simplify this
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