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Linear equation
y=mx+b (m=rate of change, b=y-intercept)
Linear function for revenue
R(x)=ax (a=price, x=# sold)
Cost
C(x)=mx+b (m=marginal cost, b=fixed cost)
Profit
P(x)=R(x)-C(x) (R(x)=revenue, C(x)=cost)
Demand
q(p)=mp+b (m=change in demand per unit change in price, p=price, b=demand price for 0, usually negative slope)
Supply
q(p)=mp+b (m=change per unit of price increase, b=initial supply w/o demand, p=price, usually positive slope)
Quadratic formula
f(x)=ax²+bx+c
Vertex x-coordinate/x-intercept given there is 1
-b/2a
Vertex y-coordinate
f(-b/2a)
Discriminant (quadratics)
delta=b²-4ac
x intercept given there are 2
-b±sqrt delta / 2a

Quadratic function for revenue
R=P*Q (p=price, q=quantity (usually x))