Flashcards
MATH 1210-Midterm #1
Cards in this deck (41)
- 1y=arcsin(x)
- 2y=arctan(x)
- 3y=arccsc(x)
- 4y=arccos(x)
- 5y=arccot(x)
- 6y=arcsec(x)
- 7d/dx arcsin(x)1/sqrt(1-x^2)
- 8d/dx arccos(x)-1/sqrt(1-x^2)
- 9d/dx arctan(x)1/(1+x^2)
- 10d/dx arccot(x)-1/(1+x^2)
- 11d/dx arcsec(x)1/|x|sqrt(x^2-1)
- 12d/dx arccsc(x)-1/|x|sqrt(x^2-1)
- 13trig form of a complex numberz=|z|cosx+isinx
- 14exp. form of a complex numberz=|z|e^ix
- 15complex number modulus|z|=sqrt(a^2+b^2)
- 16exp. form of y=sinh(x)y=(e^x-e^-x)/2
- 17exp. form of cosh(x)y=(e^x+e^-x)/2
- 18exp. form of tanh(x)y=(e^x-e^-x)/(e^x+e^-x)
- 19fundamental hyperbolic identitycosh^2(x)-sinh^2(x)=1
- 20FHI modification #1divide by cosh^2(x)
- 21FHI modification #2divide by sinh^2(x)
- 22d/dx sinh(x)cosh(x)
- 23d/dx cosh(x)sinh(x)
- 24d/dx tanh(x)sech^2(x)
- 25d/dx csch(x)-csch(x)coth(x)
- 26d/dx sech(x)-sech(x)tanh(x)
- 27d/dx coth(x)-csch^2(x)
- 28d/dx tan(x)sec^2(x)
- 29d/dx csc(x)-csc(x)cot(x)
- 30d/dx sec(x)sec(x)tan(x)
- 31d/dx cot(x)-csc^2(x)
- 32y=sinh(x)
- 33y=cosh(x)
- 34y=tanh(x)
- 35y=coth(x)
- 36y=csch(x)
- 37y=sech(x)
- 38y=tan(x)
- 39y=cot(x)
- 40y=sec(x)
- 41y=csc(x)
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- Description
- Mathematics Flashcards on MATH 1210-Midterm #1 , created by Lexy Lawryshyn on 07/02/2022.
- Created by
- Lexy Lawryshyn · Feb 2022
- Updated
- Feb 7, 2022
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