Find the 10th partial sum of the summation of 5i plus 2, from i equals 3 to infinity.
3 to 9 is 10 terms ...
lol ... lets try that again
\[\sum_{i=3}^{\infty} 5i+2\]
3,4, 5, 6, 7 8,9,10,11,12 10 terms is 3 to 12
okay so i just add them?
of course
kk thanks =)
yw
it didn't work options are a)222 b)240 c)255 d)-355
5(3) + 2 +5(4) + 2 +5(5) + 2 +5(6) + 2 .... +5(12) + 2 ----------- 5(3+4+5+...+12) +10(2)
so.. 5(10*15)/2 + 20
kk thanks
395 aint an option ... but ive seen plenty of question about lately that are simply mistakes
so which one do u think i should use?
http://www.wolframalpha.com/input/?i=sum+%28i%3D3..12%29%2C++5i%2B2 lets chk my thought process tho 3, 4, 5, 6, 7 8, 9, 10, 11, 12 thats 10 terms alright ....
i wouldnt use any of them and complain to whoever is making you pick a lie as a solution.
okay thanks
if you can take a screenshot (or a photo of it) and post it to see if there is something being missed
thats okay. ive checked it several times so it's alright. its not the first mistake ive found in this program
k, good luck :)
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