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Math Jeopardy. 100. 100. 100. 100. 100. 200. 200. 200. 200. 200. 300. 300. 300. 300. 300. 400. 400. 400. 400. 400. 500. 500. 500. 500. 500. Solving Polynomials for 100. Solve the equation. Hint for Solving Polynomials for 100.

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Math jeopardy
Math Jeopardy

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Solving polynomials for 100
Solving Polynomials for 100

Solve the equation.


Hint for solving polynomials for 100
Hint for Solving Polynomials for 100

  • Set each individual factor equal to 0 and solve.



Solving polynomials for 200
Solving Polynomials for 200

Solve the polynomial.


Hint for solving polynomials for 200
Hint for Solving Polynomials for 200

Factor out a common monomial

(What is common in each term).

Then finish factoring from there.



Solving polynomials for 300
Solving Polynomials for 300

Solve by factoring.


Hint for solving polynomials for 300
Hint for Solving Polynomials for 300

  • Factor out a common monomial

  • (What is common in each term).

  • Then finish factoring from there



Daily double
Daily Double

  • You need to decide how much you are willing to bet, if you get the right answer you will get double what you bet.


Solving polynomials for 400
Solving Polynomials for 400

Solve by grouping.






Hint for multiplying polynomials for 100
Hint for Multiplying Polynomials for 100

Use the distributive property.



Multiplying polynomials for 200
Multiplying Polynomials for 200

Multiply

(x-10)(x+6)





Multiplying polynomials for 400
Multiplying Polynomials for 400

Write in standard form and identify the degree and leading coefficient.


Hint for multiplying polynomials 400
Hint for Multiplying Polynomials 400

Standard form is largest degree to smallest degree.

The degree is the largest exponent.

The leading coefficient is the number in front of the x with the largest degree.


Answer to multiplying polynomials 400
Answer to Multiplying Polynomials 400

The leading coefficient is -10 and the degree is 4.



Hint for multiplying polynomials 500
Hint for Multiplying Polynomials 500

Use Pascal’s Triangle

1 Row 0

1 1 Row 1

1 2 1 Row 2

1 3 3 1 Row 3

1 4 6 4 1 Row 4

1 5 10 10 5 1 Row 5



Dividing polynomials for 100
Dividing Polynomials for 100

Is (x-2) a factor of

?


Hint for dividing polynomials 100
Hint for Dividing Polynomials 100

  • Use synthetic division.

  • Is the remainder zero?



Dividing polynomials for 200
Dividing Polynomials for 200

Use synthetic division.


Hint for dividing polynomials 200
Hint for Dividing Polynomials 200

  • Set up the synthetic division problem like this:

    -2 1 2 12 24



Dividing polynomials for 300
Dividing Polynomials for 300

Use long division.



Dividing polynomials for 400
Dividing Polynomials for 400

Divide using any method.



Dividing polynomials for 500
Dividing Polynomials for 500

Divide using long division.




Hint for factoring polynomials for 100
Hint for Factoring Polynomials for 100

Factors of 16 that add up to 10

16




Answer to factoring polynomials 200
Answer to Factoring Polynomials 200

If you got to here you are partly right!

The final answer is:



Hint for factoring polynomials for 300
Hint for Factoring Polynomials for 300

Factor out what’s common in both terms.

Then use difference of squares.






Hint for factoring polynomials for 500
Hint for Factoring Polynomials for 500

  • Difference or sum of cubes



Polynomials for 100
Polynomials for 100

Write the polynomial in standard form. Identify the degree and leading coefficient.


Answer to polynomials 100
Answer to Polynomials 100

Degree 3.

Leading Coefficient is 6.




Polynomials for 300
Polynomials for 300

  • Simplify the following: