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Simplify the function f(t) = sinh(ln(t)).
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Can you remind me what sinh(x) is in terms of "e", the natural number?
In my notes its sinhx= (1/2)e^x-(1/2)e^-x
cool. That's what I thought.
I got ((t^2)+1)/2t but its not right for some reason
hummm.. lets see...
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I meant t^2-1
for the top
sinh(ln(t)) = (1/2)e^(ln(t)) - (1/2)e^(-ln(t)) But e^(ln(t)) is just t, and -ln(t) = ln(1/t) (power rule), so e^(-ln(t)) = 1/t sinh(ln(t)) = (1/2)t - (1/2)(1/t)
\[ \large = \frac{t}{2} - \frac{1}{2t}\] \[\large = \frac{t^2 - 1}{2t}\]
but that's what you got.
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herp derp, entered it wrong on webassign at least I know it was right, thanks!
I was just think about that!!! parenthesis for the denominator: (t^2-1)/(2t)
always happens lol
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