Attributes
Exponent Rules
Solving Exps.
Transformations
Decay/Growth
100

To be an exponential function, an equation must have a variable as the _____ of some known base.

What is an exponent?

100

If you raise anything to this power, it will equal 1.

What is the power of zero?

100
To solve exponential functions, so far, we need both sides to have the same _____.

What is "base"?

100

This transformation is caused by having "-a" regardless of what its numerical value is.

What is a reflection over the x axis?

100

For an exponential decay function, the y values change ____ less as the x values increase (i.e. as you read the graph left to right).

What is "less"?

200

The _____ of an exponential function is "all real numbers" unless otherwise stated.

What is domain?

200

According to the product rule, if I multiply two things that have the same base, I would _____ the exponents.

What is add?

200

If 7^x=7^4, then x is ____.

What is 4?

200
Changing the k value of a function cause a ____ translation for the graph.

What is vertical?

200

Exponential growth functions have bases with absolute values that are greater than ____.

What is 1?

300

Exponential functions (that we study) have exactly one of these values that the function will approach but never cross or touch.

What is an asymptote?

300

To get rid of a negative in an exponent, I need to _____.

What is rewrite as a reciprocal?
300

If 64=4^(x-3), then x is ____.

What is 6?

300

This is the transformation made to the function y=10^(x-3).

What is a horizontal shift right 3 units?

300

The function f(x)=-1/2^x+2 is an example of an exponential _____ function.

What is decay?

400

The function y=10^x is an example of this type of exponential function.

What is a growth function?

400
(6x^5)/(3x^3) = _____

What is 2x^2?

400

If 36^x = 6^3x, then x is ____.

What is 0?

400

These are the transformations made to the function f(x)=-(2^x)-7.

What are "a negative reflection and vertical shift down 7?"

400
The following could be an example of exponential ____.

I owe a credit card company that has 10% interest (compounded monthly), but after 3 years of not paying the debt, I now owe $3,091.27.

What is growth?

500

The range of the function y=-(2^x)+3 is _____.

What is (-inf, 3)?

500

The seventh root of x^3 can be rewritten as _____.

What is x^(3/7)?

500

If 2^(3x-1)=2^(5x+7), then x is ____.

What is -4?

500

This is the function of an exponential function that has been shifted left 5 units and up 4 from the parent function with a base of 10.

What is y=10^(x+5)+4?

500

An example of exponential decay would be _____.

Give me an example.