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### 53 Cards in this Set

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 derivatives f(∆x+x)- f(x)/∆x arccsc y=arcsin(1/x) arcsec y=arccos(1/x) arccot y=(π/2)-arctanx arcsin domain= [-1,1] range= [-π/2, π/2] arccos domain= [-1,1] range= [0,π] arctan domain= all real numbers range= [-π/2, π/2] sin domain= [-π/2,π/2] range=[-1,1] cos domain= [0,π] range=[-1,1] tan domain=[-π/2, π/2] range= all real numbers 2^4 16 2^5 32 2^6 64 2^7 128 2^8 256 2^9 512 2^10 1024 2^11 2048 2^12 4096 2^13 8192 2^14 16384 2^15 32,768 2^16 65,536 2^17 131,072 2^18 262,144 2^19 524,288 2^20 1048576 sinw (in terms of cos) -√(1-cos^2w) secw (in terms of tan) √(tan^2w +1) Log(base z)y=b z^b=y sin(π/6) 1/2 sin(π/4) √(2)/2 sin(π/3) √(3)/2 cos(π/6) √(3)/2 cos(π/4) √(2)/2 cos(π/3) 1/2 law of sines sin shift is left when C/B >O shift is right when C/B< O sine2x 2sinxcosx cos2x (cosx)^2-(sinx)^2 2(cosx)^2-1 1-2(sinx)^2