Question

I got B

Solve 5^x + 5 = 9x (2 points)
Answer

x ≈ -3.63

x ≈ -0.28

x ≈ 0.07

x ≈ 13.69

Answer 1

9^x

Answer 2

is the equation

\[\Large 5^{x+5} = 9^{x}\]

Answer 3

yes

Answer 4

ok then this means....

\[\Large 5^{x+5} = 9^{x}\]


\[\Large \ln\left(5^{x+5}\right) = \ln\left(9^{x}\right)\]


\[\Large (x+5)\ln\left(5\right) = x*\ln\left(9\right)\]


\[\Large x*\ln\left(5\right)+5*\ln\left(5\right) = x*\ln\left(9\right)\]


\[\Large 5*\ln\left(5\right) = x*\ln\left(9\right)-x*\ln\left(5\right)\]


\[\Large 5*\ln\left(5\right) = x\left(\ln\left(9\right)-\ln\left(5\right)\right)\]


\[\Large \frac{5*\ln\left(5\right)}{\ln\left(9\right)-\ln\left(5\right)} = x\]


\[\Large x = \frac{5*\ln\left(5\right)}{\ln\left(9\right)-\ln\left(5\right)}\]


\[\Large x \approx 13.69066371\]


\[\Large x \approx 13.69\]

Answer 5

love you thanks

Answer 6

glad to be of help