Asked by Jimmy
I'm not sure how to solve this problem, but the answer's -12
e^(x-6)=(1/e^2)^(X+6)
Thanks :D
e^(x-6)=(1/e^2)^(X+6)
Thanks :D
Answers
Answered by
MathMate
The right hand side can be transformed to (e^-2)^(x+6)
=e^(-2(x+6))
Now both left- and right-hand sides are to the base e, you can take the natural logarithms of each side.
Using ln(e^y)=y, you will end up with a linear equation with x as the unknown.
I do not get -12 as the solution of x.
You can post what you get for checking.
=e^(-2(x+6))
Now both left- and right-hand sides are to the base e, you can take the natural logarithms of each side.
Using ln(e^y)=y, you will end up with a linear equation with x as the unknown.
I do not get -12 as the solution of x.
You can post what you get for checking.
Answered by
Anonymous
A nurse wants to add water to 38 ounces of a 10% solution of benzalkonium chloride to dilute it to an 8% solution. How much water must she add? (Hint: Water is 0% benzalkonium chloride.)
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