1/20
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced | Call with Kai |
|---|
No analytics yet
Send a link to your students to track their progress
cosh and sinh = 1 identity
cosh²x-sinh²x=1
tanh and sech = 1 identity
tanh²x+sech²x=1
coth and csch = 1 identity
coth²x-csch²x=1
sinhx
(e^x - e^-x)/2
coshx
(e^x+e^-x)/2
tanhx
(sinh(x))/(coshx)
cothx
(coshx)/sinhx (x/=0)
cschx
1/sinhx (x/=0)
sechx
1/coshx
sinh(x+-y)
sinhxcoshy+-coshxsinhy
cosh(x+-y)
coshxcoshy+-sinhxsinhy
sinh²x
(-1 +cosh(2x))/2
sinh²x
(1 +cosh(2x))/2
sinh(2x)
2sinh(x)cosh(x)
cosh(2x)
cosh²x+sinh²x
sinh^-1x
ln(x+(x²+1)^1/2
cosh^-1x
ln(x+(x²-1)^1/2
tanh^-1x
coth^-1x
sech^-1x
ln((1+(1-x²)^1/2)x
csch^-1x
ln(1/x + ((1+x²)^1/2)/|x|