If F Is Continuous Over the Closed Interval $[ 1,4 ]$

question 208

Short Answer

If f is continuous over the closed interval $[ 1,4 ]$ and differentiable over the open interval $( 1,4 )$ , and that $f ^ { \prime } ( x ) \leq 5$ for all x in $[ 1,4 ]$ . If $f ( 1 ) = 2$ , what is the maximum possible value that f(4) can be?

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Definitions:

Salvage Value

The anticipated market value of an asset at the conclusion of its operational lifespan.

Asset's Value

The monetary worth assigned to an asset, based on factors like market value, cost, and depreciation.

Benefit Period

The duration during which benefits, such as those from an insurance policy or investment, are paid out.

Depreciation Expense

The distribution of a physical asset's expense over its lifespan, mirroring its decrease in worth as time progresses.