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SOL A.7 Test

      Write an equation that passes through each point with the given slope.
 

 1. 

(-5, 4) and sol_a-7_test_files/i0020000.jpg
a.
sol_a-7_test_files/i0020001.jpg
b.
sol_a-7_test_files/i0020002.jpg
c.
sol_a-7_test_files/i0020003.jpg
d.
sol_a-7_test_files/i0020004.jpg
 

 2. 

(4, 3) and sol_a-7_test_files/i0030000.jpg
a.
sol_a-7_test_files/i0030001.jpg
b.
sol_a-7_test_files/i0030002.jpg
c.
sol_a-7_test_files/i0030003.jpg
d.
sol_a-7_test_files/i0030004.jpg
 
 
Find the slope of the line that passes through the pair of points.
 

 3. 

(2, –3), (–5, 1)
a.
sol_a-7_test_files/i0050000.jpg
c.
sol_a-7_test_files/i0050001.jpg
b.
undefined
d.
sol_a-7_test_files/i0050002.jpg
 

 4. 

(–3, –2), (5, 4)
a.
sol_a-7_test_files/i0060000.jpg
c.
sol_a-7_test_files/i0060001.jpg
b.
sol_a-7_test_files/i0060002.jpg
d.
sol_a-7_test_files/i0060003.jpg
 
 
Write an equation of the line with the given slope and y-intercept
 

 5. 

slope: 0.8, y-intercept: 10
a.
y = –0.8x + 10
c.
y = 0.8x + 10
b.
y = 0.8x – 10
d.
y = sol_a-7_test_files/i0080000.jpgx + 10
 

 6. 

slope: sol_a-7_test_files/i0090000.jpg, y-intercept: –3
a.
y = sol_a-7_test_files/i0090001.jpgx – 3
c.
y = sol_a-7_test_files/i0090002.jpgx + 3
b.
y = sol_a-7_test_files/i0090003.jpgx – 3
d.
y = sol_a-7_test_files/i0090004.jpgx – 3
 

 7. 

What is the slope of the line that passes through (a, b) and (–a, b).
a.
0
c.
sol_a-7_test_files/i0100000.jpg
b.
sol_a-7_test_files/i0100001.jpg
d.
undefined
 

 8. 

What is the slope of the following equation:  sol_a-7_test_files/i0110000.jpg
a.
-5
c.
4
b.
-4
d.
5
 

 9. 

What is the slope of the following equation:  sol_a-7_test_files/i0120000.jpg
a.
sol_a-7_test_files/i0120001.jpg
c.
3
b.
-3
d.
4
 

 10. 

What is the y-intercept of the following equation:  sol_a-7_test_files/i0130000.jpg
a.
-3
c.
6
b.
4
d.
8
 

 11. 

A conveyor belt runs between floors of a building as pictured below. Find the slope of the belt as a positive number.
sol_a-7_test_files/i0140000.jpg
a.
undefined
c.
sol_a-7_test_files/i0140001.jpg
b.
sol_a-7_test_files/i0140002.jpg
d.
0
 
 
Write the equation in slope-intercept form.
 

 12. 

sol_a-7_test_files/i0160000.jpg
a.
sol_a-7_test_files/i0160001.jpg
c.
sol_a-7_test_files/i0160002.jpg
b.
sol_a-7_test_files/i0160003.jpg
d.
sol_a-7_test_files/i0160004.jpg
 

 13. 

sol_a-7_test_files/i0170000.jpg
a.
sol_a-7_test_files/i0170001.jpg
c.
sol_a-7_test_files/i0170002.jpg
b.
sol_a-7_test_files/i0170003.jpg
d.
sol_a-7_test_files/i0170004.jpg
 

 14. 

sol_a-7_test_files/i0180000.jpg
a.
sol_a-7_test_files/i0180001.jpg
c.
sol_a-7_test_files/i0180002.jpg
b.
sol_a-7_test_files/i0180003.jpg
d.
sol_a-7_test_files/i0180004.jpg
 
 
Write an equation of the line that passes through the pair of points.
 

 15. 

sol_a-7_test_files/i0200000.jpg
a.
y = sol_a-7_test_files/i0200001.jpgx + sol_a-7_test_files/i0200002.jpg
c.
y = sol_a-7_test_files/i0200003.jpgx – sol_a-7_test_files/i0200004.jpg
b.
y = sol_a-7_test_files/i0200005.jpgx – sol_a-7_test_files/i0200006.jpg
d.
y = sol_a-7_test_files/i0200007.jpgx + sol_a-7_test_files/i0200008.jpg
 

 16. 

sol_a-7_test_files/i0210000.jpg
a.
y = –8x + 22
c.
y = sol_a-7_test_files/i0210001.jpgx – sol_a-7_test_files/i0210002.jpg
b.
y = –8x + sol_a-7_test_files/i0210003.jpg
d.
y = –8x – sol_a-7_test_files/i0210004.jpg
 
 
Determine whether the graph shows a positive correlation, a negative correlation, or no correlation. If there is a positive or negative correlation, describe its meaning in the situation.
 

 17. 


Women in the Army
sol_a-7_test_files/i0230000.jpg
Year
Source: Time Magazine, March 24, 2003
a.
positive; as time goes on, more women are in the army.
b.
no correlation
c.
negative; as time goes on, fewer women are in the army.
d.
negative; as time goes on, more women are in the army.
 

 18. 


Average Cycling Speed
sol_a-7_test_files/i0240000.jpg
a.
no correlation
b.
negative; as time passes, speed decreases
c.
positive; as time passes, speed increases
d.
positive; as time passes, speed decreases
 

 19. 


Video Rental Fines
sol_a-7_test_files/i0250000.jpg
a.
negative; as the number of videos rented increases, the amount of fine increases.
b.
negative; as the number of videos rented increases, the amount of fine decreases.
c.
no correlation
d.
positive; as the number of videos rented increases, the amount of fine decreases.
 

 20. 


People Entering Amusement Park
sol_a-7_test_files/i0260000.jpg
Time (minutes)
a.
positive; as time passes, the number of people entering decreases.
b.
negative; as time passes, the number of people entering decreases.
c.
no correlation
d.
positive; as time passes, the number of people entering increases.
 

 21. 


Strawberries Picked
sol_a-7_test_files/i0270000.jpg
Time (hours)
a.
positive; as time passes, the number of quarts picked decreases.
b.
negative; as time passes, the number of quarts picked decreases.
c.
no correlation
d.
positive; as time passes, the number of quarts picked increases.
 

 22. 


 
United States Birth Rate (per 1000)



sol_a-7_test_files/i0280000.jpg

sol_a-7_test_files/i0280001.jpg
 
Year
 
Source: National Center for Health Statistics, U.S. Dept. of Health and Human Services
a.
no correlation
b.
positive correlation; as time passes, the birth rate increases.
c.
positive correlation; as time passes, the birth rate decreases.
d.
negative correlation; as time passes, the birth rate decreases.
 

 23. 


 
Consumer Price Index, 1950-2002




sol_a-7_test_files/i0290000.jpg
sol_a-7_test_files/i0290001.jpg
 
Year
 
Source: Bureau of Labor Statistics, U.S. Dept. of Labor
a.
no correlation
b.
positive correlation; as time passes, the CPI increases.
c.
positive correlation; as time passes, the CPI decreases.
d.
negative correlation; as time passes, the CPI decreases.
 

 24. 


Cars Passing School
sol_a-7_test_files/i0300000.jpg
a.
negative; as time passes, the number of cars increases.
b.
negative; as time passes, the number of cars decreases.
c.
no correlation
d.
positive; as time passes , the number of cars decreases.
 
 
Strawberries Picked
sol_a-7_test_files/i0310000.jpg
 

 25. 

Use the scatter plot that shows the number of quarts of strawberries picked each hour. Use the points (1, 73) and (8, 41) to write the slope-intercept form of an equation for the line of fit shown in the scatter plot.
a.
sol_a-7_test_files/i0320000.jpg
c.
sol_a-7_test_files/i0320001.jpg
b.
sol_a-7_test_files/i0320002.jpg
d.
sol_a-7_test_files/i0320003.jpg
 

 26. 

Use the scatter plot that shows the number of quarts of strawberries picked each hour. Predict the number of quarts that will be picked in the tenth hour.
a.
about 123 quarts
c.
about 32 quarts
b.
about 45 quarts
d.
about 20 quarts
 
 
Average Cycling Speed
sol_a-7_test_files/i0340000.jpg
 

 27. 

Use the scatter plot that shows the average cycling speed as time passes. Use the points (5, 15) and (25, 10) to write the slope-intercept form of an equation for the line of fit shown in the scatter plot.
a.
sol_a-7_test_files/i0350000.jpg
c.
sol_a-7_test_files/i0350001.jpg
b.
sol_a-7_test_files/i0350002.jpg
d.
sol_a-7_test_files/i0350003.jpg
 

 28. 

Use the scatter plot that shows the average cycling speed as time passes. Predict the speed of the cyclist after 30 minutes.
a.
about 6.2 miles per hour
c.
about 12.3 miles per hour
b.
about 8.8 miles per hour
d.
about 10.5 miles per hour
 
 
Graph each function.
 

 29. 

sol_a-7_test_files/i0380000.jpg
a.
sol_a-7_test_files/i0380001.jpg
c.
sol_a-7_test_files/i0380002.jpg
b.
sol_a-7_test_files/i0380003.jpg
d.
sol_a-7_test_files/i0380004.jpg
 

 30. 

y = –2x – 3
a.
sol_a-7_test_files/i0390000.jpg
c.
sol_a-7_test_files/i0390001.jpg
b.
sol_a-7_test_files/i0390002.jpg
d.
sol_a-7_test_files/i0390003.jpg
 
 
Graph each equation using the slope and the y-intercept.
 

 31. 

y = sol_a-7_test_files/i0410000.jpgx + 2
a.
sol_a-7_test_files/i0410001.jpg
c.
sol_a-7_test_files/i0410002.jpg
b.
sol_a-7_test_files/i0410003.jpg
d.
sol_a-7_test_files/i0410004.jpg
 
 
Monica teaches a typing class at North Fairmont High School. The table shows the average number of mistakes per page made by students who have practiced different amounts of time.

Student
1
2
3
4
5
6
7
8
9
10
Hours of Practice
5
10
15
20
25
30
35
40
45
50
Mistakes per Page
15
12
14
11
8
5
6
4
4
2
Table 11-A
 

 32. 

Draw a scatter plot for the data in Table 11-A. Then draw a best-fit line.
a.
sol_a-7_test_files/i0430000.jpg
c.
sol_a-7_test_files/i0430001.jpg
b.
sol_a-7_test_files/i0430002.jpg
d.
sol_a-7_test_files/i0430003.jpg
 



 
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