If t = ln(5+/- 2 sqrt(6)) and u = ln(7+/- 4sqrt(3)), what are the possible values of coth(t) - tanh(u) ?
@AccessDenied, @mathslover
@Algebraic! do you have any insight to a solution?
plug in the two values to coth and tanh? post results
here was the original question: If cosht=5 and coshu=7, what are the possible values of coth(t)−tanh(u) ? Do you think I am doing it right so far?
I solved cosht=5 and coshu=7 using quadratic formula
looks fine
okay, when I sub in the t = ln(5+/- 2 sqrt(6)) and u = ln(7+/- 4sqrt(3)) values, I am not sure how to simplify it at all
Like obviously I could just throw that into the calculator, but I have to get the exact answer
then use the definitions
right, so if i use the definitions, I dont know how to simplify it at all.
\[e ^{\ln(x)} =?\]
ahhhhh
duh.. thanks
:)
@Algebraic!, e^(-ln(x)) = ????
1/x
hmm, okay. Thank you again!
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