Find the Absolute Extreme Values of the Function on the Interval

question 122

Multiple Choice

Find the absolute extreme values of the function on the interval.
- $$f ( x ) = \csc x , - \frac { \pi } { 2 } \leq x \leq \frac { 3 \pi } { 2 }$$

• A) absolute maximum is 0 at \(\mathrm { x } = - \pi\); absolute minimum is \(- 1\) at \(\mathrm { x } = \pi\)
• B) absolute maximum does not exist; absolute minimum does not exist
• C) absolute maximum is \(- 1\) at \(x = \pi\); absolute minimum is 1 at \(x = 0\)
• D) absolute maximum is 1 at \(x = \pi\); absolute minimum is \(- 1\) at \(x = \pi\)

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Definitions:

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A pricing strategy where companies set a low price for their products on a consistent basis instead of relying on sales.

Acronym

A word formed from the initial letters of a phrase or series of words, often pronounced as a word itself.

EDLP

Stands for "Every Day Low Prices," a pricing strategy aimed at providing customers with consistently low prices without the need for sales or discounts.

Everyday Low Pricing

A pricing strategy where a company consistently offers low prices rather than relying on sales or discounts, aiming to attract budget-conscious consumers.