MENU Polynomials & Beyond: A Precalculus Project : by - Mir Mahmood, Hasham Khawaja, & David Asis
• Definition

  • Definition
• Sketching Graphs
• Standard Form
• Quadratic Equation

  • The Leading Coefficient Test
• Intermediate Value Theorem

 
• Long Division
• Division Algorithm
• Synthetic Division
• Remainder Theorem
• Factor Theorem

  • What is a Real Zero?
• Descartes Rule
• Rational Zero Test
• Bounds : Upper & Lower

Quiz

Ready for a "Do Now?" Try these questions:

Question 1

ƒ(x) = ax2 + bx + c represents a

Quadratic Function
Complex Conjugate
Linear Equation
Cubic Function

Question 2

The Standard Form of a Quadratic Function is :

ƒ(x) = ax2 + bx + c
ƒ(x) = a(x - h)2 + k
ƒ(x) = a(x - k)2 + h
ƒ(x) = ax - (h)2 + k

Question 3

The highest or lowest point on a coordinate plane is known as ?

Axis
Origin
Vertex
High

Question 4

This is the theorem which can help you find real zeros

Happy Theorem
Mediate
Intermediate
Zero Theorem

Question 5

A polynomial is :

An equation with the leading coefficient being 0
Only a parabola.
Where all the polygons meet the nomails
A function of x with the degree n and the leading coefficient not equal to zero

Question 6

This is a type of polynomial division:

big divsion
large division
small divion
synthetic divison

Question 7

If you are givien the following zeros:
( -2, -1,1,2) then the polynomial function is:

(x2+4) (x2+1)
x4-5x2+4
a(x - h)2 + k
ax2 + bx + c

Question 8

This test is applied when finding the behavior of a function:

"The precal test"
Descartes Test
Leading Coeffiecient Test
Behavior Test of Polynomials

Question 9

Point (0, 0) is known as this as this on the cartesian plane:

origin
Vertex
middle
where a polynomial always passes

 


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