Jeopardy

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By: Tanner, Ann, Derrick

Category 1

Category 2

Category 3

Category 4

Category 5

10 10 10 10 1020 20 20 20 2030 30 30 30 3040 40 40 40 40

10 Point QuestionBack to the Game Board

Graph a line written in standard form.

20 Point Question

Place Your Question Here for Category 1

Place Your Answer Here

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30 Point Question

Answer:

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Objective 1, Practice Problem 3: Graph a line written in slope-intercept form.

54

3

xy

40 Point Question

Objective 1, Sample Problem: Graph

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2052 yx

Answer:

The first step is to subtract x2 From both sides of the equation leaving you with

Then you need to divide both side of the equation by five giving you the answer of

5

20

5

2

5

5

xy

45

2

xy

Now you need to graph it starting on 4 on the y-axis, go down 2 spots and over 3.

10 Point Question

To find the slope of a line given two points.

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20 Point Question

Place Your Question Here for Category 2

Place Your Answer Here

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30 Point Question

Find the slope of a line given in an equation in slope-intercept form.

Answer:

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bxy 5

3

5

3m

40 Point Question

Place Your Question Here for Category 2

Place Your Answer Here

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10 Point Question

To determine if two lines are parallel

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They are both are parrallel

20 Point Question

Place Your Question Here for Category 3

Place Your Answer Here

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30 Point Question

Objective 3, Practice Problem #3:

Determine if the two lines are parallel, perpendicular, or neither.

Perpendicular

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72

3,9

3

2

xyxy

Answer:

40 Point Question

Place Your Question Here for Category 3

Place Your Answer Here

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10 Point Question

Place Your Question Here for Category 4

Place Your Answer Here

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20 Point Question

Place Your Question Here for Category 4

Place Your Answer Here

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30 Point Question

Objective 4 Practice Problem #3:

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5,3,4

2m

2

16

4

2 xyAnswer:

40 Point Question

Sample Problem, Objective 4: Write the equation of a line passing through the points (6, 3) and (8, -7)

In order to solve this problem, you must use the formula .

Answer:

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That would make the equation

Your answer should be

Then you need to choose one of the two sets of points and substitute them for x and y and substitute your answer from the last problem for m. That means that your equation would be Now you can solve for b.Then you can plug your answer for b into the equation and take out your points for x and y.

12

12

xx

yym

12

12

xx

yym

2

10m

b

62

103

332

10

xy