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Help with solving exponential equation please!
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\[3^{3x}-5\left(3x\right)=-6\]
graph 3^3X and graph 15x-6 but it has no answer
But how would you solve it algebraically?
oops sorry it should be 3^2x
\[3^{2x}-5\left(3x\right)=-6\]
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now x=1 is a root check it !
are you sure to type it correct !?
3^(2x)−5(3^x)=−6 isn't it ?
if yes assume 3^x=a so a^2-5a=-6 a^2-5a+6=0 then (a-2)(a-3)=0 a=2 a=3 3^x=3 --->x=1 3^x=2 --->x=log (base 3) 2
thanks! :)
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