[MOVED] solve e^x - 12 e^(-x) = -4

Can you solve \(\displaystyle z^2 + 4z -12 = 0\)?
If you can then \(\displaystyle z = e^x\).
 
americo74 said:
e^x - 12*e^-x= -4
One method is to multiply through by e<sup>x</sup> and rearranging, yielding e<sup>2x</sup> + 4e<sup>x</sup> - 12 = 0.

Then solve the quadratic for "e<sup>x</sup>=", and apply the natural log to complete the solution.

Eliz.
 
Top