7th Grade Math

(Marvins-Underground-K-12) #1
422 Linear Functions

Practice


Chapter Test



  1. Complete the function table for y = 4 x and
    identify the domain and range.


x 4 xy
5
6
7
8


  1. NAME TAGS Charmaine can make 32 name
    tags per hour. Make a function table that
    shows the number of name tags she can
    make in 3, 4, 5, and 6 hours.


Graph each equation.


  1. y = x + 5

  2. y = 3 x + 2

  3. y = - 2 x + 3

  4. FINANCIAL LITERACY Clara earns $9 per
    hour mowing lawns. Make a function table
    and graph that show her total earnings for
    2, 4, 6, and 8 hours.

  5. MULTIPLE CHOICE During a bike-a-thon,
    Shalonda cycled at a constant rate. The
    table shows the distance she covered in
    half-hour intervals.


Time (h) Distance (mi)
_^12 6
112
1 _^12 18
224

Which of the following equations
represents the distance d Shalonda covered
after h hours?
A. d = 6 + h C. d = 12 + h
B. d = 6 h D. d = 12 h


  1. TEMPERATURE Find the rate of change in
    degrees per hour.


Time (h) 012
Temperature ( ̊C) 50 52 54


  1. MONEY The table shows the amount
    of money José saved over a period of
    time. Graph the data. Then find the
    slope of the line. Explain what the slope
    represents.


Amount ($) 30 60 90
Weeks 123


  1. TECHNOLOGY The time it takes to burn
    information onto a CD varies directly with
    the amount of information. If 2.5 megabytes
    of information take 10 seconds to burn, how
    long does it take to burn 10 megabytes of
    information?

  2. RACING In the formula d = rt, the time t
    varies inversely with the rate r. A race car
    traveling 125 miles per hour completed
    one lap around a racetrack in 1.2 minutes.
    How fast was the car traveling if it
    completed the next lap in 0.8 minute?

  3. EXTENDED RESPONSE The function
    m = 6 h represents how much money
    Martha makes for every hour she works.
    Part A What is her hourly rate, or her
    unit rate, of pay?
    Part B Create an input/output table of
    her earnings from 5 to 10 hours.
    Part C Graph the function.
    Part D How is the rate of change related
    to the graph?


418_422_C07_SGR_895130.indd 422 12/31/09 4:35 PM

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