Question

can anyone please show me the steps to solve this problem :) 3=x*3^4 but in expotenetial form :)

Answer 1

\[3=x\times 3^4\]?

Answer 2

yes :)

Answer 3

Sorry, but you need to clarify a bit here..

Is the equation really this: \(3=x\cdot3^4\)
Or is it this? \(3 = (x\cdot3)^4\)

Answer 4

would u like to see the whole question ?

Answer 5

Yes, that would be helpful.

Answer 6

if it is the one i posted, divide both sides by
\[3^4\] then simplify then take the cube root

Answer 7

divive both by 29 ?

Answer 8

i got 0.103=x

Answer 9

well actually 3^4=81 but yes that is the idea

Answer 10

Oh, ok.

So you have:
\[3 = x\cdot 3^4\]\[\implies x = \frac{3}{3^4} = \frac{1}{3^3} = \frac{1}{27}\]

Answer 11

oh dear forget decimals

Answer 12

what polpak said. hello polpak!

Answer 13

Decimals are like calculators. To be avoided as often as possible.

Answer 14

oh sorry i did 3^3

Answer 15

oh so how do you put 1/27 in expotential form ? thats what i need help with ; i get the whole precess now :) thanks much it was very helpful ;' so how to put in expotentail form?

Answer 16

Oh. exponential form..

\[\frac{1}{3^3} = 3^{-3}\]

Answer 17

Just have to turn the power in the denominator into a factor with a negative exponent.

Answer 18

ohhh! :D got it ! thanks soo much :) and everything you said i wrote in noters :) thanks again .