Calculus
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Master Solving Exponential Equations Using Like Bases with a bite sized video explanation from Patrick
In Exercises 1–4, solve for t.
2. b. e^(kt) = 10
e^(sqrt(t)) = x^2
5. e^(2t)-3e^t = 0
In Exercises 79–84, solve for y.
79. 3^y = 2^(y+1)
83. ln(y-1) = x + ln(y)
13. For what x>0 does x^(x^x) = (x^x)^x? Give reasons for your answer.
Solve the exponential equation.
4x+7=164^{x+7}=164x+7=16
100x=10x+17100^{x}=10^{x+17}100x=10x+17