| Question | Answer |
|---|
| What is the verticle asymptote of 2x/5x+3 | |
| symmetry of y={x} | |
| f(3)=x^2+x-4 | |
| Factor y=3x^2-27 completely | |
| Name the transformations that have happened to the parent function y=x, Y=2X(-4)+3 | |
| Solve 3x-9=6x+15 | |
| solve (log4)32+(log4)2 | |
| where do y=2x^2-1 and its recipricol intersect | |
| Put the following in order from smallest to largest. (log2)16, log100, and (log3)27 | |
| in what quadrant are all values positive | |
| | Question | Answer |
|---|
| convert -9pi/2 into degrees | |
| At what values are: y=30x+50 and Y=15x+20 worth the same | |
| State the domain and range for f(x)=x^2 | |
| 3^4-3^1 | |
| convert 20* into radians | |
| what is the horizontal asymtote of y=2x-7/5x+3 | |
| how do you find the value of K= | |
| (log6)36 | |
| F+G f(0)=x^2+3 and g(0)=2x | |
| cos(a+b)= | |
|
Planets from the Sun
Multiplication Table
Minute Math (Addition)
