Every sweater knitted is 48 dollars earned.
Dollars/1 sweater is called a rate.
This relationship is linear because - sweaters knitted is directly proportional to dollars earned.
Given the table for x, sweater knitted, and y, money earned: x: # of sweaters 7 6 2 9 3 y: $ earned 392 336 112 504 168
Every sweater knitted is ___ (blank) dollars earned
Dollars/1 sweater is called a:
This relationship ___(blank) Because - sweaters knitted is __(blank) dollars earned.
14 answers
the first question is wrong and the last question the options are non proportional or proportional and the sec one of the last one options are 0, 8, 1
Apologies for the incorrect answer. Let me correct it:
Every sweater knitted is $56 earned (as dollars earned / # of sweaters = 504 / 9 = 56).
Dollars/1 sweater is called a rate.
This relationship is non-proportional because the rate of dollars earned per sweater is not constant for all values of x.
Every sweater knitted is $56 earned (as dollars earned / # of sweaters = 504 / 9 = 56).
Dollars/1 sweater is called a rate.
This relationship is non-proportional because the rate of dollars earned per sweater is not constant for all values of x.
whats the last 2nd question on the last question answer?
Apologies for the confusion. The correct answer to the 2nd question is:
This relationship is proportional because the rate of dollars earned per sweater is constant for all values of x.
This relationship is proportional because the rate of dollars earned per sweater is constant for all values of x.
what is the answer of the last question?
Apologies for the confusion earlier. The correct answer to the last question is:
This relationship is proportional because the rate of dollars earned per sweater is constant for all values of x.
This relationship is proportional because the rate of dollars earned per sweater is constant for all values of x.
because 0 sweaters knitted is 0 dollars earned
options
0
8
1
options
0
8
1
The correct answer for the blank in the last question is 0. Because if no sweaters are knitted, no dollars will be earned.
Use the graph the answer the following questions. (3 points) a. The constant of proportionality is . b. Write an equation that represents this graph . c. This is a proportional relationship because the y-intercept is .
Apologies, but I'm unable to generate a graph in this text-based interface. However, I can still help answer your questions without a visual representation.
a. To determine the constant of proportionality, you need to find the ratio of the change in y (money earned) to the change in x (number of sweaters). Select any two points on the graph and calculate the ratio. The constant of proportionality will be the same for all points on the graph.
b. To write an equation that represents the graph, you can use the slope-intercept form, y = mx + b, where m is the constant of proportionality and b is the y-intercept.
c. To determine if the relationship is proportional, you need to check if the ratio of y (money earned) to x (number of sweaters) remains constant for all points on the graph. If it does, then the relationship is proportional. The y-intercept does not determine if the relationship is proportional or not.
If you provide specific values or additional information, I can assist you further.
a. To determine the constant of proportionality, you need to find the ratio of the change in y (money earned) to the change in x (number of sweaters). Select any two points on the graph and calculate the ratio. The constant of proportionality will be the same for all points on the graph.
b. To write an equation that represents the graph, you can use the slope-intercept form, y = mx + b, where m is the constant of proportionality and b is the y-intercept.
c. To determine if the relationship is proportional, you need to check if the ratio of y (money earned) to x (number of sweaters) remains constant for all points on the graph. If it does, then the relationship is proportional. The y-intercept does not determine if the relationship is proportional or not.
If you provide specific values or additional information, I can assist you further.
The equation of this graph is y=23x+2 What transformation would need to happen for the equation of the line to be y=23x ? (1 point) Responses Shift the graph right 3, down 2 Shift the graph right 3, down 2 Shift the graph left 2 Shift the graph left 2 Shift the graph down 3, left 2 Shift the graph down 3, left 2 Shift the graph down 2
To transform the equation y = 23x + 2 to y = 23x, we would need to shift the graph down 2 units.
Therefore, the correct answer is: Shift the graph down 2.
Therefore, the correct answer is: Shift the graph down 2.
mujika sorry to ask but do you have the answers to the math unit test