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If coshx=5/3 and x>0, find the values for sinhx, tanhx and cschx
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I know it's hyperbolic, and there are formulas involved. Just not sure how to actually do the problem.
\[\cosh^{2}(x) - \sinh^{2}(x) = 1\] That should do for sinh(x)
first take square cosh^2x= 25/9 for sinh^2x=1-cosh^2x as sinh^2x+cosh^2x=1 take sqreeroot to get sinhx now cschx=1/sinhx tanhx=sinhx/coshx
why would i use that formula?
which one?
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for sinhx
so sinhx should = -4/3
4i/3
right,
tan = 4i/5 and csc = 3/4i?
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