Question

If (44)x = 432, what is the value of x?
4
7
8
28

Answer 1

\[4^{4})x = 4^{32}\]

Answer 2

is your equation like this?
\[\Large {44^x} = 432\]

Answer 3

no its like the one i just wrote in there

Answer 4

sorry!

Answer 5

its okay (:

Answer 6

x=8

Answer 7

your not supposed to give the answer

Answer 8

then we have to divide both sides by 4^4, so we get:
\[\Large \frac{{{4^4}x}}{{{4^4}}} = \frac{{{4^{32}}}}{{{4^4}}}\]
please simplify

Answer 9

32/ 4 = 8 s therefore x=8

Answer 10

you have to multiply the exponents that are 4 and x and make them equal to 32
4*x=32
x=32/4
x=8

Answer 11

hint:
\[\Large \begin{gathered}
\frac{{{4^4}}}{{{4^4}}} = {4^4}:{4^4} = {4^{4 - 4}} = {4^0} = ... \hfill \\
\hfill \\
\frac{{{4^{32}}}}{{{4^4}}} = {4^{32}}:{4^4} = {4^{32 - 4}} = ...? \hfill \\
\end{gathered} \]

Answer 12

michele the answer is x=8 i already got it

Answer 13

ok! then your equation is:
\[\Large {4^{4x}} = {4^{32}}\]

Answer 14

so the answer is 8

Answer 15

good job! @ana123456

Answer 16

correct!