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74 Family Feud Game Algebra I

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• We will start with the RED team first, then followed with blue, green, yellow.. • If the selected person answers correctly, that team gets the points.. • If answered correctly, the sel

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Family Feud Game

Algebra I

by Bob Trammel

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How the Game Is Played

• Four Teams Formed by Cards (red, blue, green, and yellow)

• Each person must have a pencil and paper.

• Each person is given a card with a player number.

• We will start with the RED team first, then followed with blue, green, yellow.

• A problem will be shown EVERYONE must form a huddle to solve the problem.

• The die is rolled to select the person who is to answer the question.

• That selected person only is to answer

No help or gestures are allowed

• If the selected person answers correctly, that team gets the points

If missed, the next team has the opportunity to answer.

• If answered correctly, the selected person gets to go for the BONUS

points (1 point shot or 2 point shot or 3 point shot)

• The next question goes to the blue team.

• Team scores will be kept by your teacher The time limit 30 minutes.

• The team that has the most points after 30 minutes is the winner.

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RED Team

1 point

Solve the problem below

2x + 1 = -7Answer: x = -4

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Yellow Team

1 point

Solve the problem below

3x + 1 = -8Answer: x = -3

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RED Team

2 points

Solve the problem below

2(x + 1) = x - 7Answer: x = -9

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Blue Team

2 points

Solve the problem below

5

1

2 3

x

Answer: x = 2

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Green Team

2 points

Solve the problem below

2(x + 1) = 3(x – 7)

Answer: x = 23

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Yellow Team

2 points

Solve the problem below

3

5

2 6

x

Answer: x = 3

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RED Team

3 points

Solve the problem below

3(x + 1) > 4x - 7

Answer: x < 10

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Blue Team

3 points

Solve the equation for “P.”

Answer: P = 53x

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Green Team

3 points

Solve the problem below

2

1 2

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Yellow Team

3 points

Solve the equation for “R.”

Answer: R = 3x

2

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Blue Team

1 point

Find the slope of the line determined by the equation.

Tell how you know

y = 2x + 7

Answer: Slope = 2

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Green Team

1 point

Find the slope of the line determined by the equation.

Tell how you know

y + 2x = 6Answer: slope = -2

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RED Team

2 points

Graph the line with the

equation shown and

y = 2x - 3Answer: see graph

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Blue Team

2 points

Graph the line with the

equation shown and

y = -2x + 3Answer: see graph

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Green Team

2 points

Graph the line with the

equation shown and

y = x + 3Answer: see graph

2 1

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Yellow Team

2 points

Graph the line with the

equation shown and

y = x + 1Answer: see graph

2 1

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RED Team

3 points

Find the equation of the

line, in slope-intercept form, with slope of 3 and passing

through the point (2, 1)

Answer: y = 3x - 5

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Blue Team

3 points

Find the equation of the

line, in slope-intercept form, passing through the points

(2, 1) and (3, 4)

Answer: y = 3x - 5

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Green Team

3 points

Find the equation of the

line, in slope-intercept form, with slope of and passing through the point (2, -1).2

1

Answer: y = x - 212

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Yellow Team

3 points

Find the equation of the

line, in slope-intercept form, passing through the points

(2, 1) and (3, -4)

Answer: y = -5x + 11

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What is the solution to the system of equations shown below?

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How many solutions to the system of equations are shown below? Explain how you know.

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RED Team

2 points

Solve the system of equations show.

Show all work

5x – 6y = -32

3x + 6y = 48

Answer: (2, 7)

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Blue Team

2 points

Solve the system of equations show.

Show all work

2x – 3y = 61

2x + y = -7

Answer: (5, -17)

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Green Team

2 points

Solve the system of equations show.

Show all work

2x + y = 5

y = x - 1

Answer: (2, 1)

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Yellow Team

2 points

Solve the system of equations show.

Show all work

x = y - 1

2x + y = 10

Answer: (3, 4)

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Find the two numbers.

• Write a system of equations for

this problem.

• Show how to solve the system.

Answer: ( 12 and 8 are the two numbers.)

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The difference in their ages is 2 years.

Find the ages of the two sisters

• Write a system of equations for this

problem.

• Show how to solve the system.

Answer: ( 16 and 14 are the ages)

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• Show how to solve the system.

Answer: The two angles measure 43°& 47 °

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Find the length of each piece of lumber.

• Write a system of equations for this problem.

• Show how to solve the system.

Answer: ( 20” and 32” )

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