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Exponent Laws
Properties of Exponential Functions
Solving Exponential Equations
Exponential Equations Requiring Log
100
The answer to b^2 x b^4
What is b^6 ?
100
This is the equation of the horizontal asymptote of every exponential function that has not been transformed.
What is y = 0 ?
100
This is the solution to 2^x=16
What is 4?
100
This is the solution to 12^n=13
What is 1.0322?
200
The answer to m^6 / m^10 (no negative exponents)
What is (1/m)^4 ?
200
This is the y-intercept of every exponential function that has not been transformed.
What is (0,1)
200
This is the solution to 3^x=3^(2-x)
What is x = 1?
200
This is the solution to 20^x=56
What is x=1.3437 ?
300
This is the correct term for what we often call "tortilla" in class
What is a reciprocal?
300
These are the possible values of the base b in an exponential function that is decreasing.
What is 0
300
This is the solution to (2^x)(2^2x)=2^3
What is x=1?
300
This is the solution to 6^x=51.
What is x=2.1944?
400
The simplified form of (y^2)(y^3)/(y^4)
What is y ?
400
This is what happens to the value of y as x increases to large positive values in the function y=(1/2)^x.
What is approaching zero?
400
This is the solution to (9^(-3x))(9^x)=27
What is x=-3/4?
400
This is the solution 9^(x+10)+3=81.
What is -8.0172?
500
The simplified form of (((x^2)^2)^2)
What is x^8 ?
500
This is the transformation that would have to occur in order for a base exponential function to have an x-intercept.
What is a vertical shift?
500
This is the solution to 2^x=0
What is nothing?
500
This is the solution to 8^(-5x)-5=53.
What is -0.3905?