Chapter 5 Review Flashcards

1
Q

The constant term is the

A

Y intercept

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2
Q

How do you find the degree?

A

Count the number of curves and add one

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3
Q

How do you find the number of zeros?

A

Find the degree

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4
Q

How do you know if the leading coefficient is positive or negative?

A

If the graphs ends going up- positive

If the graph ends going down- negative

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5
Q

What is a multicuplicty?

A

The amount of times that answer appears

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6
Q

If the graph touches the x axis once, then the discriminate is

A

Zero

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7
Q

If the graph touches the x axis never, then the discriminate is

A

Negative

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8
Q

If the graph touches the x axis twice, then the discriminate is

A

Positive

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9
Q

If the graph touches the x axis more than twice, then the discriminate is

A

Nonexistent

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10
Q

A 2ed degree graph is

A

Quadratic

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11
Q

A 3ed degree graph is

A

Cubic

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12
Q

A 4th degree graph is

A

Quartic

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13
Q

A 5th degree graph is

A

Quintic

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14
Q

A 1st degree graph is

A

Linear

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15
Q

A real zero

A

Touches the x axis

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16
Q

A complex zero

A

Doesn’t touch the x axis

17
Q

How do you turn the zeros into a polynomial?

A

Foil

18
Q

What do you do first when dealing w simplifying equations?

A

Try to get things out of parenthesis (distribute to EVERYTHING)

19
Q

What is the first thing to do while factoring?

A

Take out a common factor

Or

Get everything on the same side

20
Q

An odd coefficient graph

A

Acts like a line, starts low and ends high, and the inverse starts high and ends low

21
Q

And even coefficient graph

A

Acts like a parabola, it’s starts higher and ends high, unless it’s the inverse then it starts low and ends low

22
Q

If an equation looks like this:
x_|b^n
Then what is it in rational exponent form?

_| is square root

A

b^n\x

23
Q

If you have this equation: (x-8)^2

What do you do first?

A

Foil