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4

Match the term and its definition

An expression with two terms
An expression with many terms (usually 4 or more)
An expression with three terms
An expression with one term

Monomial
Binomial
Trinomial
Polynomial

6

Match the term and its definition

The highest exponent in the expression is an x
The highest exponent in the expression is x^{4}
The highest exponent in the expression is x^{2}
The highest exponent in the expression is x^{5}
The highest exponent in the expression is a number with no exponent attached.
The highest exponent in the expression is x^{3}

Constant
Linear
Quadratic
Cubic
Quartic
Quintic

1

I'm ready to get started!

Nokorɛ

Ɛnyɛ ampa

10

Classify the following by their degree (highest power) and number of terms.

f(x)=12x+x^{3}

Term for the highest power:

Term for the number of terms:

f(x)=198

Term for the highest power:

Term for the number of terms:

f(x)=-7x^{2}-22x+3

Term for the highest power:

Term for the number of terms:

f(x)=22-10x

Term for the highest power:

Term for the number of terms:

f(x)=x^{2}

Term for the highest power:

Term for the number of terms:

1

I got my first screenshot for 10.1.a! May not be in all pathways
HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

Nokorɛ

Ɛnyɛ ampa

2

These are all examples of polynomial graphs. What similarities do you see? What differences do you see?

6

Find the degree (highest exponent) and leading coefficient (coefficient of the term with the highest exponent).

5x^{3}-2x^{2}

Degree:

Leading Coefficient:

-13x^{5}-4x^{4}-2x+5

Degree:

Leading Coefficient:

x^{2}-5x+6

Degree:

Leading Coefficient:

1

Ok so far?

Nokorɛ

Ɛnyɛ ampa

1

Questions? Concerns? Comments?

5

Match the polynomial to its end behavior

y=5x+9
y=-5x^{6}+4
y=-2x^{3}-3x^{2}
y=x^{2}-2x-3
y=-3x^{4}+4x^{3}-2

Up to the left and down to the right
(Left UP, right DOWN)
Down to the left and up to the right
(Left DOWN, right UP)
Both UP
Both DOWN

1

I got my second screenshot for 10.1.a!

Nokorɛ

Ɛnyɛ ampa

1

I understand this is the same content as above, but UP is replaced with \infin, DOWN, is replaced with -\infin, left is as x\rightarrow-\infin, and right is as x\rightarrow\infin

Nokorɛ

Ɛnyɛ ampa

1

How many turning points does a quadratic function have?

1

How many turning points does a linear function have?

5

The MAXIMUM number of turning points for a:

Cubic binomial:

Quintic monomial:

Quadratic trinomial:

Linear binomial:

Quartic trinomial:

1

How many turning points COULD the following function have?
f(x)=7x^{6}-2x^{5}+x^{3}-2

5, 3, or 1

6, 4, 2, or 0

6, 3, or 0

3, 2, or 1

1

I got my last screenshot for 10.1.a!

Nokorɛ

Ɛnyɛ ampa

Great work!

Quarter 4 Week 1-Introduction to Polynomials (10.1.a)

Quarter 4 Week 1-Introduction to Polynomials (10.1.a)

Match the term and its definition

Match the term and its definition

I'm ready to get started!

I got my first screenshot for 10.1.a! May not be in all pathways
HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

These are all examples of polynomial graphs. What similarities do you see? What differences do you see?

Ok so far?

Questions? Concerns? Comments?

Match the polynomial to its end behavior

I got my second screenshot for 10.1.a!

I understand this is the same content as above, but UP is replaced with \infin, DOWN, is replaced with -\infin, left is as x\rightarrow-\infin, and right is as x\rightarrow\infin

How many turning points does a quadratic function have?

How many turning points does a linear function have?

How many turning points COULD the following function have?
f(x)=7x^{6}-2x^{5}+x^{3}-2

I got my last screenshot for 10.1.a!

Match the term and its definition

Match the term and its definition

I'm ready to get started!

I got my first screenshot for 10.1.a! May not be in all pathways
HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

These are all examples of polynomial graphs. What similarities do you see? What differences do you see?

Ok so far?

Questions? Concerns? Comments?

Match the polynomial to its end behavior

I got my second screenshot for 10.1.a!

I understand this is the same content as above, but UP is replaced with \infin, DOWN, is replaced with -\infin, left is as x\rightarrow-\infin, and right is as x\rightarrow\infin

How many turning points does a quadratic function have?

How many turning points does a linear function have?

How many turning points COULD the following function have?
f(x)=7x^{6}-2x^{5}+x^{3}-2

I got my last screenshot for 10.1.a!

Quarter 4 Week 1-Introduction to Polynomials (10.1.a)

Quarter 4 Week 1-Introduction to Polynomials (10.1.a)

Match the term and its definition

Match the term and its definition

I'm ready to get started!

I got my first screenshot for 10.1.a! **May not be in all pathways**HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

These are all examples of polynomial graphs. What similarities do you see? What differences do you see?

Ok so far?

Questions? Concerns? Comments?

Match the polynomial to its end behavior

I got my second screenshot for 10.1.a!

I understand this is the same content as above, but UP is replaced with \infin, DOWN, is replaced with -\infin, left is as x\rightarrow-\infin, and right is as x\rightarrow\infin

How many turning points does a quadratic function have?

How many turning points does a linear function have?

How many turning points COULD the following function have?f(x)=7x^{6}-2x^{5}+x^{3}-2

I got my last screenshot for 10.1.a!

Match the term and its definition

Match the term and its definition

I'm ready to get started!

I got my first screenshot for 10.1.a! **May not be in all pathways**HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

These are all examples of polynomial graphs. What similarities do you see? What differences do you see?

Ok so far?

Questions? Concerns? Comments?

Match the polynomial to its end behavior

I got my second screenshot for 10.1.a!

I understand this is the same content as above, but UP is replaced with \infin, DOWN, is replaced with -\infin, left is as x\rightarrow-\infin, and right is as x\rightarrow\infin

How many turning points does a quadratic function have?

How many turning points does a linear function have?

How many turning points COULD the following function have?f(x)=7x^{6}-2x^{5}+x^{3}-2

I got my last screenshot for 10.1.a!

I got my first screenshot for 10.1.a! May not be in all pathways
HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

How many turning points COULD the following function have?
f(x)=7x^{6}-2x^{5}+x^{3}-2

I got my first screenshot for 10.1.a! May not be in all pathways
HINT: the blanks in this screenshot weren't able to be named with the polynomial vocab...

How many turning points COULD the following function have?
f(x)=7x^{6}-2x^{5}+x^{3}-2