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Sequences and Series
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arithmetic sequence: an = a1 +d (n – 1)
common difference: The difference between each number in an arithmetic series.
common ratio:Is the ratio of a term to the previous term.
converge:To approach a finite limit.
diverge:To fail to approach a finite limit
explicit formula:A formula that allows direct computation of any term for a sequence.
geometric sequence:A sequence which has a constant ratio between terms.
limit of a sequence:The value that a function or expression approaches as the domain variable approach a specific value.
recurive formula:Is a formula that requires the computation of all previous terms
sequence:A list of numbers set apart by commas.
series:The sum of the terms of a sequence
term:Parts of an expression or series separated by + or – signs, or the parts of a sequence separated by commas
Sequences and Series
Across:2. | A formula that allows direct computation of any term for a sequence. | 6. | The sum of the terms of a sequence | 7. | Parts of an expression or series separated by + or – signs, or the parts of a sequence separated by commas | 9. | A list of numbers set apart by commas. | 11. | To approach a finite limit. | 12. | The difference between each number in an arithmetic series. |
| | Down:1. | Is a formula that requires the computation of all previous terms | 3. | The value that a function or expression approaches as the domain variable approach a specific value. | 4. | A sequence which has a constant ratio between terms. | 5. | an = a1 +d (n – 1) | 8. | Is the ratio of a term to the previous term. | 10. | To fail to approach a finite limit |
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© 2012
PuzzleFast.com, Noncommercial Use Only
Sequences and Series
Across:2. | A formula that allows direct computation of any term for a sequence. | 6. | The sum of the terms of a sequence | 7. | Parts of an expression or series separated by + or – signs, or the parts of a sequence separated by commas | 9. | A list of numbers set apart by commas. | 11. | To approach a finite limit. | 12. | The difference between each number in an arithmetic series. |
| | Down:1. | Is a formula that requires the computation of all previous terms | 3. | The value that a function or expression approaches as the domain variable approach a specific value. | 4. | A sequence which has a constant ratio between terms. | 5. | an = a1 +d (n – 1) | 8. | Is the ratio of a term to the previous term. | 10. | To fail to approach a finite limit |
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© 2012
PuzzleFast.com, Noncommercial Use Only