COMPARE 1st and 2nd DEGREE Equations
FIRST DEGREE
SECOND DEGREE
S(X) = m X + c
S(X) = a X2 + b X + c
T(X) = m (X - Px) + Py
T(X) = a (X - Vx)2 + Vy
F(X) = m (X - r)
F(X) = a (X - r1) (X - r2)
m = 1st coefficient
a = 1st coefficient
m = "mean" = average =
2. Tashih
03/01/2005
Graphs of some functions can be sketched by using the method of plotting points, but the
procedure developed in the following discussion allows us to sketch the graphs of functions
in logarithmic form with little or no computation.
A.
2. Tashih
03/01/2005
In this chapter, up to this point, we developed the concept of logarithm and the properties of
logarithms. Now, we can introduce logarithmic functions.
A. DEFINITION OF LOGARITMIC FUNCTIONS
Definition
For a > 0, a 1, a function f : (0
2. Tashih
03/01/2005
LOGARITHMS
AND
LOGARITHMIC
FUNCTIONS
1.
2.
3.
4.
5.
6.
Bu kitaba blm kapaklar yaplacak
Her blmnn kendi iindeki blm balklar yaplacak.
Blm balklar yapldktan sonra yeniden dzenlenecek.
Sayfa numaralar balklara paralel yaplacak.
Her chapt
2. Tashih
03/01/2005
EXPONENTS
AND
EXPONENTIAL
FUNCTIONS
1.
2.
3.
4.
5.
6.
Bu kitaba blm kapaklar yaplacak
Her blmnn kendi iindeki blm balklar yaplacak.
Blm balklar yapldktan sonra yeniden dzenlenecek.
Sayfa numaralar balklara paralel yaplacak.
Her chapte