Mathematics Functions and Graphing

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These flashcards cover key concepts related to functions, graphing, volume, surface area, and piecewise functions based on the lecture notes.

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1
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What is an important consideration when determining the domain of a function involving a fraction?

The denominator cannot be equal to 0.

2
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How do you find the domain of the function f(x) when it involves a square root?

The inside of the square root must be greater than or equal to 0.

3
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What is the difference regarding the domain for square roots and cube roots?

Square roots require the inside to be non-negative, while cube roots can accept negative values.

4
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What is a key feature of a quadratic function's graph?

It can always be graphed using a table of values to find corresponding outputs.

5
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What is the formula to calculate the volume of a cube?

V = s^3 where s is the length of a side.

6
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How do you express surface area (A) in terms of volume (V) for a cube?

A = 6 * (V^(2/3)).

7
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How much does it cost per minute after the first 400 minutes in a cell phone plan with a basic charge of $35?

It costs 10 cents for each extra minute.

8
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What kind of function involves piecewise definitions, such as basic charges and costs for extra usage?

A piecewise function.