Consider the sequence $1,1+3,1+3+5,1+3+5+7$, ...involving sums of odd integers.
What is the $36^{\text {th }}$ term of this sequence (i.e. the sum of the first 36 odd numbers)?

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The Answer of Consider the sequence $1,1+3,1+3+5,1+3+5+7$, ...involving sums of odd integers.
What is the $36^{\text {th }}$ term of this sequence (i.e. the sum of the first 36 odd numbers)?

Consider the Sequence 1,1+3,1+3+5,1+3+5+71,1+3,1+3+5,1+3+5+71,1+3,1+3+5,1+3+5+7 , Involving Sums of Odd Integers 36th 36^{\text {th }}36th

Consider the Sequence $1,1+3,1+3+5,1+3+5+7$ , Involving Sums of Odd Integers $36^{\text {th }}$