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if 2t=e^x-1 then x=?
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Well, isolate the e^x expression first. 2t+1 = e^x. Now normally when you're solving for x you do opposites, right? If you have a + 5 then you subtract 5 from both sides. If you have 2x, you divide both sides by 2. So that being said, what would be the opposite of e^x?
2t=e^(x-1)
Ah, I apologize. Well then your e^(x-1) expression is already isolated. Now you would just do the inverse of e^x to both sides of the equation.
ln(2t)+1=x ?
Yep :3
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Thank you!!!
Of course : )
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