Question

Please help whats 3^q+3-3^2(3^q)/3(3^q+4)

Answer 1

Is this your equation? \[\frac{ 3^{q}+3-3^{2}(3^{9}) }{ (3^{9}+4) }\]

Answer 2

No q+3 is the exponent and so is the denominator with q+4 and in the numerator in brackets is 3 to the power of q

Answer 3

Lemme try this again.
\[\frac{ 3^{q+3}-3^{2(3^{q})} }{ 3^{q+4} }\]

Answer 4

Is this the right equation?

Answer 5

Yes and the answer is 2/27

Answer 6

But how is something I cant figure out!

Answer 7

Thanks for trying have been stuck with it for the last two days!

Answer 8

Oh. But somehow I ended up with -1/4. I guess I did it wrong.