HW: Graphing Proportional Relationships

Posljednje ažuriranje almost 3 years ago

Pitanje 1

Graph each point.

Pitanje 2

Is the graph is proportional?

yes

Pitanje 3

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 4

Write an equation for the relationship using the format y=kx.

Pitanje 5

Graph each point.

Pitanje 6

Is the graph is proportional?

yes

Pitanje 7

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 8

Using the point (1,6) determine which equation matches the graph and table.
Substitute (1,6) for (x, y) in the equations below.

y=2x

y= 2x +4

y= x+6

Pitanje 9

Graph each point.

Pitanje 10

10.

Is the graph is proportional?

yes

Pitanje 11

11.

The constant of proportionality is . (If the relationship is not proportional, type "no constant".)

Pitanje 12

12.

Write an equation for the relationship using the format y=kx.

Pitanje 13

13.

Graph the points.

Pitanje 14

14.

Is the graph is proportional?

yes

Pitanje 15

15.

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 16

16.

Using the point (3,1) determine which equation matches the graph and table.
Substitute (3,1) for (x, y) in the equations below.

y= x+2

y=2x +1

y = x - 2

Pitanje 17

17.

The graph of a proportional relationship is a that passes through the .

Pitanje 1

Graph each point.

Pitanje 2

Is the graph is proportional?

yes

Pitanje 3

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 4

Write an equation for the relationship using the format y=kx.

Pitanje 5

Graph each point.

Pitanje 6

Is the graph is proportional?

yes

Pitanje 7

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 8

Using the point (1,6) determine which equation matches the graph and table.
Substitute (1,6) for (x, y) in the equations below.

y=2x

y= 2x +4

y= x+6

Pitanje 9

Graph each point.

Pitanje 10

10.

Is the graph is proportional?

yes

Pitanje 11

11.

The constant of proportionality is . (If the relationship is not proportional, type "no constant".)

Pitanje 12

12.

Write an equation for the relationship using the format y=kx.

Pitanje 13

13.

Graph the points.

Pitanje 14

14.

Is the graph is proportional?

yes

Pitanje 15

15.

The constant of proportionality is . (If the relationship is not proportional, type "no constant".

Pitanje 16

16.

Using the point (3,1) determine which equation matches the graph and table.
Substitute (3,1) for (x, y) in the equations below.

y= x+2

y=2x +1

y = x - 2

Pitanje 17

17.

The graph of a proportional relationship is a that passes through the .

HW: Graphing Proportional Relationships

Graph each point.

Is the graph is proportional?

Graph each point.

Is the graph is proportional?

Using the point (1,6) determine which equation matches the graph and table. Substitute (1,6) for (x, y) in the equations below.

Graph each point.

Is the graph is proportional?

Graph the points.

Is the graph is proportional?

Using the point (3,1) determine which equation matches the graph and table.Substitute (3,1) for (x, y) in the equations below.

Graph each point.

Is the graph is proportional?

Graph each point.

Is the graph is proportional?

Using the point (1,6) determine which equation matches the graph and table. Substitute (1,6) for (x, y) in the equations below.

Graph each point.

Is the graph is proportional?

Graph the points.

Is the graph is proportional?

Using the point (3,1) determine which equation matches the graph and table.Substitute (3,1) for (x, y) in the equations below.

Using the point (1,6) determine which equation matches the graph and table.
Substitute (1,6) for (x, y) in the equations below.

Using the point (3,1) determine which equation matches the graph and table.
Substitute (3,1) for (x, y) in the equations below.

Using the point (1,6) determine which equation matches the graph and table.
Substitute (1,6) for (x, y) in the equations below.

Using the point (3,1) determine which equation matches the graph and table.
Substitute (3,1) for (x, y) in the equations below.