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Each of the 15 rows in a stack of bricks contains 3 fewer bricks than the row below. The bottom row has 43 bricks. How many bricks are in the stack?
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It's an arithmetic series, 43+40+37+... Remember formula for this?
Yeah, sn=d(a1+an)/2
How can you sold it if you don't know the "Nth" therm, or how many total bricks there are?
solve*
Then find an first.
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\[a_n=a_1+d(n-1)\]
What is the first term?
43
Oh, really? and the common difference is -3?
Yep,
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I was thinking of it like a 'Cigular, raising the bars" situation where it started out as a small number and sequentially got larger
Thanks for the help man, saved my day
No problem :)
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