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3 votes
Evaluate: sigma 32 and n=1 (2n+8)

2 Answers

2 votes

Answer:

Not sure but I think its 4n+90)

Explanation:

don't go with my answer to be safe

User Khawaja Asim
by
8.5k points
3 votes

Answer:


\sum_(n=1)^(32) 2n+8 =1312

Explanation:

I assume you are looking for
\sum_(n=1)^(32) 2n+8 \\:


\sum_(n=1)^(32) 2n+8 \\


\sum_(n=1)^(32) 2n+\sum_(n=1)^(32) 8 \\


2\sum_(n=1)^(32) n+32(8)


2((32(32+1))/(2))+256


2(528)+256


1056+256


1312

User MiniScalope
by
8.2k points

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