http://prntscr.com/af58o0 @imqwerty
I think it is 9.72
yeah correct! :)
this is a problem involving geometric sequences and geom. series. Please review those two topics. Draw a picture to make things clearer for yourself. What is the common ratio? What is the first term of this sequence or series?
did you do it the way we did the previous problem? :)
I got the equation 3-3x0.7^10 / 1-0.7
If you'd please share all of your work, you'd get more meaningful feedback than if you just present an answer for confirmation. Write out the formula for the nth sum of a geometric series. That's the basis for this work.
yes that is correctt just applied a little latex to your equation- \(3 \left( \large \frac{1-0.7^{10}}{1-0.7} \right)\)
\[3-3*0.7^{10}\div1-0.7\]
Even better, please enclose that 1 - 0.7 in parentheses to eliminate ambiguity about order of operations.
yea lol i dont know how to do the latex.. but then i get 2.915.. divided by 0.3 and get 9.72 :)
I've found that it helps me a lot to sketch this situation.
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