Question

can anyone help!!!!!!!!!!!!!!!

Answer 1

Find the approximate sum of the series shown below.



Hint: 4,096 = 4*6
6 is power of 4
i'm keep getting wrong answer

Answer 2

@satellite73 @acxbox22

Answer 3

@ganeshie8

Answer 4

where is the series ?

Answer 5

i'm soo sorry i forgot

Answer 6

So it seems there are 7 terms in the series ?

Answer 7

because the expoenent in the bottom is running from 0 to 6

Answer 8

\[\large 9 + \dfrac{9}{4} + \dfrac{9}{16}+\cdots+\dfrac{9}{4096}\]


is same as

\[\large \dfrac{9}{4^{0}} + \dfrac{9}{4^1} + \dfrac{9}{4^2}+\cdots+\dfrac{9}{4^6}\]

Answer 9

Notice that first term = 9
common ratio = 1/4

use the geometric series partial sum formula to find the sum of "6" terms

Answer 10

i got 11.999 which can be 12 right

Answer 11

thanks a lot @ganeshie8