Sequences and Strings. Let t be the sequence defined by t_(n)=2n-1,n=1 (a) Find sum_(i=1)^3 t_(i). (b) Find sum_(i=3)^7 t_(i). (c) Find prod_(i)=1^(3)t_(i). (d) Find prod_(i)=3^(6)t_(i). (e) Find a formula that represents this sequence as a sequence whose lower index is 0 . (f) Is t decreasing? (g) Is t increasing? (h) Is t nondecreasing? (i

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Sequences and Strings. Let t be the sequence defined by t_(n)=2n-1,n>=1 (a) Find  sum_(i=1)^3 t_(i). (b) Find  sum_(i=3)^7 t_(i). (c) Find prod_(i)=1^(3)t_(i). (d) Find prod_(i)=3^(6)t_(i). (e) Find a formula that represents this sequence as a sequence whose lower index is 0 . (f) Is t decreasing? (g) Is t increasing? (h) Is t nondecreasing? (i) Is t nonincreasing?

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