Solution
Solution
Solution steps
Prepare for Lambert form:
Rewrite the equation with and
Simplify
Rewrite in Lambert form:
Solve
Substitute back solve for
Solve
Popular Examples
4^{x+2}-2(4^{x+1})=2^{4x}0.208=0.8868e^{-0.705x}x^2*e^x+x*e^x-e^x=02^{3x+3}=2^{3x+1}+484^{2x}+20^x=5^{2x}
Frequently Asked Questions (FAQ)
What is the answer to (2^x)^2-2x+1=2^{16}-4x ?
The answer to (2^x)^2-2x+1=2^{16}-4x is x=-(\W(2^{65535}ln(2))-65535ln(2))/(2ln(2))Solve for x: (2^x)^2-2x+1=2^{16}-4x
The solution is x=-(\W(2^{65535}ln(2))-65535ln(2))/(2ln(2))