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Domain: Set of all the first elements in ordered pairs of a given function.
Range: Set of all the second elements in ordered pairs of a given function.
Rational: A function whose domain could be determined by finding its restrictions.
Quadratic: A function whose range could be determined by the formula (4ac-b^2)/4a.
Linear: A function whose range is always the set of all real numbers.
Absolute Value: A function whose range is in the form of y≥d if a>0 and y≤d if a<0.
Radical: A function whose domain is domain is in the form of x>-b/a.
Five: The range of f(x)=5.
Undefined: The rational expression is _________ if the denominator is 0.
Quadratic: A function with degree 2.
Across:3. | A function whose range could be determined by the formula (4ac-b^2)/4a. | 6. | A function with degree 2. | 8. | A function whose range is always the set of all real numbers. | 10. | A function whose range is in the form of y≥d if a>0 and y≤d if a<0. |
| | Down:1. | The rational expression is _________ if the denominator is 0. | 2. | The range of f(x)=5. | 4. | A function whose domain is domain is in the form of x>-b/a. | 5. | Set of all the second elements in ordered pairs of a given function. | 7. | A function whose domain could be determined by finding its restrictions. | 9. | Set of all the first elements in ordered pairs of a given function. |
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Across:3. | A function whose range could be determined by the formula (4ac-b^2)/4a. | 6. | A function with degree 2. | 8. | A function whose range is always the set of all real numbers. | 10. | A function whose range is in the form of y≥d if a>0 and y≤d if a<0. |
| | Down:1. | The rational expression is _________ if the denominator is 0. | 2. | The range of f(x)=5. | 4. | A function whose domain is domain is in the form of x>-b/a. | 5. | Set of all the second elements in ordered pairs of a given function. | 7. | A function whose domain could be determined by finding its restrictions. | 9. | Set of all the first elements in ordered pairs of a given function. |
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© 2013
PuzzleFast.com, Noncommercial Use Only