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Find the sum of the first 50 terms of the sequence below. An = 3n + 2
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Insert the summation symbol. siqma An=?
\[\sum_{n=1}^{50}a_n\]
well n = 1 you get 5 n = 2 you get 8 n = 3 you get 11 the sequence is arithmetic so find the 50th term when n = 50 then its 1st term + last term times the number of terms divided by 2. sum = n/2( 1st + last)
Okay apply it on RHS.
what's that
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And remember sigma(n+k)=sigma n+sigma k
for An i got An = 152 is that right
well thats \[a_{50} = 152\]
and I got 3925 as the sum is that right?
@campbell_st @AravindG
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Looks good :)
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