1. 
Which function does not have an inverse? >y = x^{3}

2. 
Which function is an exponential function? >y = 8^{2x}

3. 
Why can’t y = x^{30} have an inverse? >Because it isn’t an even function.

4. 
What is the inverse function of y = 50x^{3} >y = 3x^{50}

5. 
What is the inverse function of y = 4e^{x + 7}? >

6. 
Which set of numbers represents an inverse function of y = 2x + 2? >{8,1; 19, 2}

7. 
If the population of a city grows at the same rate every year, what kind of function would best model its growth? >Radical function

8. 
If a plane climbs quickly at first and then slows its ascent over time, what kind of function would best model its growth? >Quadratic function

9. 
Can a linear function ever be greater than an exponential function? >Sometimes, depending on the base, coefficients, and other terms of each equation.

10. 
Which function is a logarithmic function? >y = 3^{7x}
