Verify the hyperbolic identites

by CalcStudent
Tags: hyperbolic, identites, verify
CalcStudent is offline
Sep21-11, 01:53 AM
P: 2
1. The problem statement, all variables and given/known data

verify these identities:

1) tanh^2 x + sech^2 x =1
2) sinh(x+y) = sinh cosh y + cosh x sinh y

2. Relevant equations

cosh2x - sinh2x = 1
sech2x + tanh2x = 1
coth2x - csch2x = 1

sinh (x y) = sinh x cosh y cosh x sinh y
cosh (x y) = cosh x cosh y sinh x sinh y
tanh(x y) = (tanh x tanh y)/(1 tanh x.tanh y)
coth(x y) = (coth x coth y l)/(coth y coth x)
Phys.Org News Partner Science news on
Better thermal-imaging lens from waste sulfur
Hackathon team's GoogolPlex gives Siri extra powers
Bright points in Sun's atmosphere mark patterns deep in its interior
lineintegral1 is offline
Sep21-11, 01:57 AM
P: 77
Um, the identities are given to you in your "relevant equations." What is it you are asking?
flyingpig is offline
Sep21-11, 10:17 PM
P: 2,568
Pretty sure you are suppose to show us what you did first..

Register to reply

Related Discussions
hyperbolic area sector confirmed with hyperbolic functions Calculus 0
Proving Trigonometric Identites Calculus & Beyond Homework 10
Simplifying with Pythagorean identites. Precalculus Mathematics Homework 4
Trigonometric Identites Precalculus Mathematics Homework 11
Solving Identites Precalculus Mathematics Homework 11