Logarithims
Co-terminal Angles
Angles &Degree Measures
Inverse Functions
Random
100
7
Solve. lne^7
100
19#/6
What is 7#/6 #=Pie
100
b=m^4
logm^b=4
100
y=x-6/-5
Solve. f(x)=-5x+6
100
{-3/2}
sin240*=?
200
2
Solve. log^49^7
200
9#/2
What is 5#/2
200
o=4#/3
Change 240* to radians
200
y=3{x-10}
Solve F(x)=x^3+10
200
{3/2}
sin2#/3=?
300
log4^42
Condense log4^6+log4^7
300
274*
Solve. 86*
300
Positive
If the rotation is counterclockwise the angle is ____
300
y=x-7/3
Solve F(x)=3x+7
300
y=33(2)^x
A bacteria that has an initial population of 33E. coli bacteria doubles every 30 minutes. Write an equation that represents the number of bacteria after x number of 30 minutes intervals?
400
log4x^4/28
Condense 4logx-(log7+log4)
400
60*
Quad II If o=120*
400
Negative
If the rotation is Clockwise the angle is____
400
y={x-9} x>0
Solve g(x)=x^2+9, x>0
400
ln6-(lnx+lny)
Expand ln6/xy
500
Double points Log and Common Log
Logarithm with a base of 10 is written as__ and we call this a _________
500
Coterminal angles are angles in standard position
Define Co-terminal Angles
500
Standard Position
An angle with the vertex at the origin and the initial side on the positive x-axis
500
6x^2+x-15
What is F(x)=3x+5 and g(x)=2x-3 F(x) * g(x)
500
Cosecant, Secant, and Cotangent
List the opposites of Sine Cosine and Tangent
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