EXAM 1 Flashcards
(26 cards)
TOTAL PROFIT FORMULA
COMPLETE FORM
P(x) = R(x) - C(x)
TOTAL PROFIT FORMULA
?(x) = R(x) - C(x)
Profit
TOTAL PROFIT FORMULA
P(x) = ?(x) - C(x)
Revenue
TOTAL PROFIT FORMULA
P(x) = R(x) - ?(x)
Cost
COST FUNCTION
COMPLETE FORM
C(x) = FC + VC(x)
COST FUNCTION
C(x) = FC + ?
VC(x)
COST FUNCTION
? = FC + VC(x)
C(x)
COST FUNCTION
C(x) = ? + VC(x)
FC
COST FUNCTION
C(x) = FC ? VC(x)
+
COST FUNCTION
C(x) = FC + ?(x)
VC
COST FUNCTION
C(x) = FC + VC(?)
x
TOTAL PROFIT FORMULA
P(x) = R(x) ? C(x)
-
THEORUM?
PROPERTY FOR A LIMIT AT INFINITY
INTERSECTS SLOPE LINE AT 2 POINTS?
SECANT LINE
h GETS CLOSER AND CLOSER TO 0?
INSTANTANEOUS RATE OF CHANGE
FORMULA TO FIND SLOPE AT ANY POINT OF TANGENT LINE
f(x) = LIMIT h->x f(h + x) - f(x) / h
(x+h)(x+h) = ?
x^2 + 2xh +h^2
POINT-SLOPE FORMULA
y - ySUB1 = m(x - xSUB1)
AVG RATE OF CHANGE REFERS TO THE ___ LINE
SECANT
FORMULA TO FIND SLOPE OF SECANT LINE
m = ySUB2 - ySUB1 / xSUB2 - xSUB1
A VERTICAL TANGENT LINE HAS A SLOPE OF ___?
0 (UNDEFINED)
FORMULA
AVG RATE OF CHANGE
f(xSUB2) - f(xSUB1) / xSUB2 - xSUB1
COMPLETE DEFINITION OF DERIVITIVE?
fPRIME(x) = LIM x->0 = f(x + h) - f(x) / h
What does “h” represent?
horizontal distance between points “x, f(x)” & “(x + h), f(x + h)”
