Question

here is more i need help with if you divide and simplify. 4-2/4 4 the answers i have are a.4096 b.1 c.1/4096 d.16

Answer 1

I think that is \( 4^4 \) in the denominator?

Answer 2

people use the uparrow to show this 4^4 (don't type 4 4 because that is confusing)

Answer 3

so is the problem
\[ \frac{4^{-2}}{4^4} \]
often written as 4^-2 / 4^4

Answer 4

i sorry i don't know how to put it but down but the way phi put down was want i saying but i still need help with it

Answer 5

\[4^{-2}\over4^{4}\]\[4^{(-2-4)}=4^{-6}=1/4^{6}\]

Answer 6

\[4^{6}=4096\]

Answer 7

The equation button beneath the left side of the data entry box can be helpful.

Answer 8

now i got it i hope

Answer 9

I hope so too, good luck.

Answer 10

i still need help with this one if you multiply and simplify.3-2.3 there a small 6 next to 3

Answer 11

is it
\[ 3^{-2}\cdot 3^6 \]?

type it as 3^-2 * 3^6

notice that both numbers have a 3 as the "base" the big number.
which you multiply these numbers, keep the same base, but add the exponents (the small numbers to the upper right)
so write down
3 and then put in the new exponent which is (can you tell me?)

Answer 12

i don't know you are telling me to do this this new to every time i do this don't get the right answer i don't get the answer i have in my book i have a.1296 b.81 c.6561 d.1/81

Answer 13

this is the problem
3^-2 * 3^6

can you pick out the exponents?

Answer 14

the exponents are the little numbers in the upper right

Answer 15

i still don't get it