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Final Exam Flashcards

(30 cards)

1
Q

how to solve polynomial inequalities

A

IXRC chart (intervals, x value, result, conclusion

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2
Q

Testing functions

A

use vertical line test to test if a line drawn vertically passes through the graph more than once which would make it NOT a function.

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3
Q

Solving functions for Y

A

if answer needs a + or - then it is NOT a function

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4
Q

even functions

A

symmetric to y-axis

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5
Q

odd functions

A

symmetric to origin

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6
Q

finding the inverse of a function

A

change f(x) to Y, switch x and y, solve for y and change answer to f^-1(x)

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7
Q

equation of a quadratic

A

f(x)=a(x-h)^2+k

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8
Q

Word problem includes maximum or minimum

A

x=-b/2a

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9
Q

Even exponent, positive leading coefficient

A

rises left, rises right

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10
Q

Odd exponent, positive leading coefficient

A

falls left, rises right

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11
Q

Even exponent, negative leading coefficient

A

falls left, falls right

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12
Q

Odd exponent, negative leading coefficient

A

rises left, falls right

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13
Q

finding rational zeros

A

+- last number/first number

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14
Q

finding vertical asymptote

A

set denominator equal to 0 and solve

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15
Q

finding horizontal asymptote

A

compare the degrees of x of the numerator and denominator

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16
Q

what is the HA if the degree of numerator is greater?

17
Q

what is the HA if the degree of denominator is greater?

18
Q

What is the HA if the degrees are the same

19
Q

logarithmic form

20
Q

exponential form

21
Q

equation of a circle

A

(x-h)^2+(y-k)^2=r^2

22
Q

finding center given endpoints of diameter

A

(x1+x2/2, y1+y2/2)

23
Q

compound interest formula quarterly or yearly

A

A=P(1+r/n)^nt

24
Q

continuous compounding formula

25
What does A represent in compound interest formula
final amount
26
What does P represent in compound interest formulas
starting amount
27
What does r represent in compound interest formulas
interest rate
28
What does t represent in compound interest formulas
time
29
What does n represent in compound interest formulas
compoundings in a year (n=4, n=12)
30
exponential population model
y=ae^bt