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Rational-Equations-and-Inequalities.pptx
1.
Rational Equations and Inequalities Presenter Rea
B. Pabrua
2.
3.
4.
5.
6.
EXAMPLE
7.
8.
9.
10.
11.
12.
13.
14.
15.
Try! A group of
people are to share a 6 slices of pizza equally. If one more person joins in to share the pizza, then each person would get three less slices. What is x?
16.
17.
18.
19.
20.
21.
22.
23.
Graph of Polynomial and Rational
Functions
24.
GRAPH OF POLYNOMIAL FUNCTIONS -
Don’t have sharp corners - Smooth curves - No breaks- continuous
25.
Graph of polynomial
functions - Find the x-intercept (equating the f(x)=0, factoring)
26.
Graph of polynomial
functions - Find the y-intercept (let x=0)
27.
Sketching the graph
of polynomial functions - Identify the zeros and its multiplicity
28.
29.
30.
Sketching the graph of polynomial functions -
Determine the end behavior of the graph
31.
Sketching the graph of polynomial functions - Determine
the turning points (n-1, n=exponent)
32.
Sketching the graph
of polynomial functions
33.
functions
34.
functions
35.
Sketching the graph
of polynomial functions
36.
Sketching the graph
of polynomial functions
37.
Writing formulas for
Polynomial Functions
38.
Writing formulas for
Polynomial Functions
39.
Writing formulas for
Polynomial Functions
40.
Graphing Rational Functions
41.
Graphing Rational Functions
42.
Graphing Rational Functions
43.
Special Functions https://www.geogebra.org/graphing?lang=en
44.
Thank you… 44
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