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Mathematics, 23.03.2021 01:00 philkas414
Identify the recursive formula for the sequence 3, β15, 75, β375, . . .
Question 6 options:
f(n)={f(1)=3f(n)=β5f(nβ1)ifn>1
f(n)={f(1)=β3f(n)=5f(nβ1)ifn>1
f(n)={f(1)=β3f(n)=β5f(nβ1)ifn>1< br />
f(n)={f(1)=3f(n)=5f(nβ1)ifn>1
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Identify the recursive formula for the sequence 3, β15, 75, β375, . . .
Question 6 options:
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