Solution
Solution
+1
Solution steps
Apply exponent rules
Rewrite the equation with
Solve
Substitute back solve for
Solve
Solve
Popular Examples
5^{7x-4}=1255^{x-7}=11^{x-7}e^x=x-2solvefor x,2^{x+1}=\sqrt[y]{4}solve for solvefor x,ln(y)=e^xsolve for
Frequently Asked Questions (FAQ)
What is the answer to 49^x-7^{x+1}+10=0 ?
The answer to 49^x-7^{x+1}+10=0 is x=(ln(5))/(ln(7)),x=(ln(2))/(ln(7))Solve for x: 49^x-7^{x+1}+10=0
The solution is x=(ln(5))/(ln(7)),x=(ln(2))/(ln(7))