The table shows the number of texts Terri received in certain perlods of time. Time (min) 2 3 4 Number of Texts 6 12 1. Is the relationship between number of texts and time a proportional relationship? 2. For each column of the table, write a fraction and find k, the constant of proportionality. 3. Express this relationship in the form of an equation: 4. What is the rate of change?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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help please i’m in 7th grade and i don’t know how to do this
ail
C Clever | Portal
W Assignments
42 Constant R X
Constant Rate.
43d1bc222ce0579aeb4ff5554b9aec32/MyFiles/Downloads/Constant_Rate_of_Change_Reteach%20pdf
The rate of change for each column Is the same. Because the rate of
change is constant, the relationship is proportional.
You can express a proportional relationship by using the equation y kx,
where k represents the constant rate of change between x and y.
In this example: k 8. Write the equation as y 8x.
The table shows the number of texts Terri received in certain
periods of time.
Time (min)
1
2
4
Number of Texts
6
9.
12
1. Is the relationship between number of texts and time a proportional
relationship?
2. For each column of the table, write a fraction and find k, the constant
of proportionality.
3. Express this relationship in the form of an equation:
4. What is the rate of change?
Write the equation for each table. Let x be time or weight.
5.
Time (h)
6.
Weight (Ib)
3
4
4
6.
Distance (mi)
35
70
105
140
Cost ($)
35
21
28
42
Original content Copyright by Houghlon Miflin Harcourt Additions and changes to the oniginal conttent are the responsibility of the instructor
91
Transcribed Image Text:ail C Clever | Portal W Assignments 42 Constant R X Constant Rate. 43d1bc222ce0579aeb4ff5554b9aec32/MyFiles/Downloads/Constant_Rate_of_Change_Reteach%20pdf The rate of change for each column Is the same. Because the rate of change is constant, the relationship is proportional. You can express a proportional relationship by using the equation y kx, where k represents the constant rate of change between x and y. In this example: k 8. Write the equation as y 8x. The table shows the number of texts Terri received in certain periods of time. Time (min) 1 2 4 Number of Texts 6 9. 12 1. Is the relationship between number of texts and time a proportional relationship? 2. For each column of the table, write a fraction and find k, the constant of proportionality. 3. Express this relationship in the form of an equation: 4. What is the rate of change? Write the equation for each table. Let x be time or weight. 5. Time (h) 6. Weight (Ib) 3 4 4 6. Distance (mi) 35 70 105 140 Cost ($) 35 21 28 42 Original content Copyright by Houghlon Miflin Harcourt Additions and changes to the oniginal conttent are the responsibility of the instructor 91
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