Appendix B
Unit 3
Unit 5
Unit 7
Unit 8
100

Exponential Function Base Form

f(x)=bx

100

What is the equation for arc length

θ=s/r

100

sin(A+B)=

sinAcosB+cosAsinB

100

sine equivalence formula

sinA/a=sinB/b=sinC/c

100

zn= (in terms of sin and cos)

rcisθ

200

Compound Continually Interest

A(t)=Pert

200

Degrees to Radians

x degrees (pi/180)=x radians

200

Sin(A/2)=

√[(1-cosA)/2]

200

Area of a Triangle 

(1/2)abSinC

200

z1+z2=

(a1+a2)+(b1+b2)i

300

Exponential to Logarithmic Form (a=bc)

a=bc is equal to logba=c

300

Angular Velocity

w=θ/t

300

Sin2A=

2SinACosS

300

a2=

b2+c2-2abcosA

300

z1-z2=

(a1-a2)+(b1-b2)i

400

Compound Interest

A(t)=P(1+r/n)nt

400

Linear Velocity

v=s/t or v=rw

400

Tan2A=

2TanA/1-tan2A

400

Heron's Triangular Area Formula 

A=sqrt[s(s-a)(s-b)(s-c)]

400

z1z2=

(a1a2-b1b2)+(a1b2+a2b1)i

500

logb(x/y)=

logbx-logby

500

Area of a Sector Equation

A=(1/2)r2θ

500

Tan(A+B)=

tanA+tanB/1-tanAtanB

500

What is the formula for cos A of an AAA triangle

cosA=(b2+c2-a2)/(2bc)

500

zn= (full equation)

rn(cosnθ+isinnθ)

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