Test Section14ValuesToMemorizeTest

Consider the following:   1. $y=|x|$   2. $y=x^2$   3. $y=e^x$   4. $y=x^3$   5. $y=\ln(x)$ The graph(s) of which of the above are always increasing?

The slope of the line between the points $(a,b)$ and $(c,d)$ is

The distance between the points $(a,0)$ and $(b,0)$ (with $b > a$) is

The graph below could represent which of the following?

The graph below could represent which of the following?

Consider the following:   1. $y=\ln(x)$   2. $y=1/x$   3. $y=e^{-x}$   4. $y=\tan(x)$   5. $y=e^{x}$ The graph(s) of which of the above have horizontal asymptotes?

$\tan({\pi\over4}) =$

From memory, find the value of $2^2$

(Enter your answer as a number without any functions like sine, ln, etc.)

What is the value of $\log(10)$?

(Enter your answer as a number without any functions like sine, ln, etc.)

$\sin(\pi) =$