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Published byNatalie Booker Modified over 9 years ago
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Notes Over 11.1 Sequences and Series A sequence is a set of consecutive integers. A finite sequence contains a last term Infinite sequences continue without stopping. A series is when the terms of a sequence are added. Summation notation, also known as sigma notation is used to write series.
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Notes Over 11.1 Sequences and Series Write the first five terms of the sequence. Start with n = 1.
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Notes Over 11.1 Sequences and Series Write the first five terms of the sequence. Start with n = 1.
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Notes Over 11.1 Sequences and Series Write the first five terms of the sequence. Start with n = 1.
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Notes Over 11.1 Sequences and Series Write the first five terms of the sequence. Start with n = 1.
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Notes Over 11.1 Sequences and Series Write the next term in the sequence. Then write a rule for the nth term.
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Notes Over 11.1 Sequences and Series Write the next term in the sequence. Then write a rule for the nth term.
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Notes Over 11.1 Sequences and Series Write the series with summation notation.
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Notes Over 11.1 Sequences and Series Write the series with summation notation.
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Notes Over 11.1 Sequences and Series Write the series with summation notation.
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Notes Over 11.1 Sequences and Series Write the series with summation notation.
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Notes Over 11.1
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