Stuff You Must Know Cold Flashcards

1
Q

Formula for Area of a Circle

A

A=πr^2

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2
Q

Formula for Circumference of a Circle

A

C=2πr

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3
Q

Area of a Rectangle

A

A=bh

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4
Q

Area of a Triangle

A

A=1/2bh

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5
Q

Area of a Trapezoid

A

A=1/2(b1 + b2)h

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6
Q

Volume of a Cone

A

V=1/3πr^2h

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7
Q

Factor a^2-b^2

A

(a+b)(a-b) Difference of Squares

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8
Q

a^3-b^3

A

(a-b)(a^2+ab+b^2) Difference of Cubes, same, different always positive

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9
Q

a^3+b^3

A

(a+b)(a^2-ab+b^2) Sum of Cubes

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10
Q

What does this function look like? 1/x

A

VA@0, Opposite Origin, HA@0

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11
Q

What does f(x)=1/x^2 look like?

A

VA@0, HA@0, Reflection across y-axis

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12
Q

What does f(x)=e^x look like?

A

HA@0, (0,1), goes through (1, 2….)

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13
Q

What does f(x)=ln(x) look like?

A

Opposite e^x, (1,0)

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14
Q

What f(x)=sin(x) look like?

A

Starts at (0,0), (pi/2,1)

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15
Q

What does f(x)=cox(x) look like?

A

Starts at (0,1), (pi/2,0)

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16
Q

What does f(x)=/a^2-x^2 look like?

A

Semi Circle, starts at (a,0), up to (0,a), then (-a,0)

17
Q

Rewrite cot(x)

A

1/tan(x)

18
Q

Rewrite sec(x)

A

1/cos(x)

19
Q

Rewrite csc(x)

A

1/sin(x)

20
Q

What can 1+tan^2x substitute?

A

sec^2x

21
Q

What can 1+cot^2x substitute?

A

csc^2x

22
Q

What can tan(x) also be?

A

sin(x)/cos(x)

23
Q

What can cot(x) also be?

A

cos(x)/sin(x)

24
Q

What does ln(e)= to?

A

1

25
Q

x^ax^b

A

Addition of Exponents x^a+b

26
Q

x^a/x^b

A

Subtraction of Exponents x^a-b

27
Q

(x^a)^b

A

Power to Power is Multiplication x^ab

28
Q

x^-a

A

1/x^a

29
Q

x^1/a

A

^a/x

30
Q

x^0

A

1

31
Q

ln(a) + ln(b)=

A

ln(ab)

32
Q

ln(a) - ln(b)=

A

ln(a/b)

33
Q

aln(b)=

A

lnb^a