What is the answer to 4096^{-3x+15}=256^{-5x-11} ?

The answer to 4096^{-3x+15}=256^{-5x-11} is x=-67

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4096^{-3x+15}=256^{-5x-11}

409 6^{- 3 x + 15} = 25 6^{- 5 x - 11}

x = - 67

Solution steps

409 6^{- 3 x + 15} = 25 6^{- 5 x - 11}

Apply exponent rules

3 (- 3 x + 15) = 2 (- 5 x - 11)

Solve

3 (- 3 x + 15) = 2 (- 5 x - 11) : x = - 67

x = - 67

r, A = P e^{r t}

2^{a + 5} + 2^{a + 4} + 2^{a + 3} = 28

100 = 96.87 e^{x}

x^{x} = 2

1 6^{x - 4} = 25 6^{3 x + 3}

What is the answer to 4096^{-3x+15}=256^{-5x-11} ?
The answer to 4096^{-3x+15}=256^{-5x-11} is x=-67
Solve for x: 4096^{-3x+15}=256^{-5x-11}
The solution is x=-67