Question

2^x * 4^x+5=4^2x-1

Answer 1

Your syntax is ambiguous. Is your equation
\[2^x\left(4^{x+5}\right)=4^{2x-1}~~~?\]

Answer 2

yes

Answer 3

its easy just do the samething kinda

Answer 4

4=2^2

Answer 5

so the new equation is \[2^{x}\times 2^{2x+10}=4^{2x-1}\]

Answer 6

so basically when u multiply with same bases than the exponents should add to each other
so x+2x+10 which is 3x+10

Answer 7

\[4^{3x+10}=4^{2x-1}\]

Answer 8

since the bases are same the equation becomes 3x+10=2x-1
and the answer will be x=-11

Answer 9

any questions?