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What Is The Rule For 2 6 18 54
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Explanation The easiest way to explain this is to say The first term is 2 and each number in the sequence after that is the previous one times 3 That is called a recursive
6 3 18 18 3 54 As you can see 2 is the first term in the sequence Multiplying the current term by the common ratio which is 3 presents the next term Then that
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Divisibility Rules
Divisibility Rules
SOLUTION The sequence 2 6 18 54 is geometric Find 1 the common ratio 2 the ninth term 3 a recursive rule for the nth term and 4 an Algebra Sequences of numbers series
A geometric sequence also known as a geometric progression is a sequence of numbers in which the ratio of consecutive terms is always the same For example in the geometric
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Multiplication And Division Expressions Ppt Download
Multiplication And Division Expressions Ppt Download
What is the recursive rule for the sequence 2 6 18 54 A recursive rule is a rule for a sequence of numbers in which one term depends on the term before It so the sequence builds
Step 1 The given sequence is 2 6 18 54 To find the recursive rule for the sequence we need to examine the pattern View the full answer Step 2 Unlock Step 3 Unlock Step 4
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6 3 18 18 3 54 As you can see 2 is the first term in the sequence Multiplying the current term by the common ratio which is 3 presents the next term Then that
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To find the eq n eq th term of a recursive sequence we use a recursive rule which is a formula that relates the eq n eq th term to the previous terms in the sequence
6 3 18 18 3 54 As you can see 2 is the first term in the sequence Multiplying the current term by the common ratio which is 3 presents the next term Then that
To find the eq n eq th term of a recursive sequence we use a recursive rule which is a formula that relates the eq n eq th term to the previous terms in the sequence
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