Across
- 1. What you do to make an exponent positive
- 5. What you do to the exponents when 2 variables/numbers have the same base and are divided by one another
- 7. m stands for ___ in a linear equation
- 8. What you do to the exponents when 2 variables/numbers with the same base are being multiplied
- 11. Discrete version of an exponential function
- 12. Describes a graph that has a negative action/slope
- 14. Discrete version of a linear function.
- 15. A linear function must have an action/slope that ____ or subtracts
- 17. Curved line on graph; equation includes an exponent
- 18. Equation for slope intercept form
- 19. If we don't see an index number in a root then we assume it is___
- 20. What you do to the exponents when they are separated by parentheses.
- 26. Type of linear explicit equation used when you know the slope and y intercept
- 27. b stands for the _________ in a linear equation.
- 28. Anything to the zero power is___
- 29. When you are given this kind of equation you know the function is discrete
- 31. y=m(x-x1)y1 is the equation for ________
- 32. When simplifying radicals, any factor that does not fit into a group stays __ the radical and gets mutliplied together.
Down
- 2. Describes a graph that has a positive action/slope
- 3. Whenever you are multiplying by a percent as your action, the function is __________.
- 4. Types of numbers in the domain of a discrete function. Includes 0,1,2...
- 6. When simplifying radicals, if the index is 3, you are looking for groups of __ prime factors
- 9. Function that happens in chunks; has breaks between points; represents counting objects
- 10. An exponential function will be decreasing if it multiplies by a number ___ ____ one.
- 13. A ____ is something that is only divisible by itself and 1.
- 16. Type of linear explicit equation used when you know the slope and one point (x,y)
- 21. Equations for this type of function include point-slope, and slope-intercept.
- 22. An exponential function must have an action/slope that____
- 23. Function that describe a flow; no breaks; represents measuring objects
- 24. number inside the root symbol
- 25. Types of numbers in the domain of a continuous function.
- 30. If we don't see a power, or exponent, we assume it is___
