To keep the ratio the same, the x-coordinate and y-coordinate should increase by the same factor.
In this case, the ratio of the x-coordinates is 3:4 and the ratio of the y-coordinates is 9:12, which simplifies to 3:4.
Therefore, the next coordinate pair that should be plotted should be (48, 20).
Which coordinate pair should be plotted next for Option A to keep the ratio the same?
(1 point)
Responses
(41, 20)
left parenthesis 41 comma 20 right parenthesis
(48, 20)
left parenthesis 48 comma 20 right parenthesis
(37, 16)
left parenthesis 37 comma 16 right parenthesis
(40, 19)
9 answers
Which coordinate pair should be plotted next for Option B to keep the ratio the same?
(1 point)
(1 point)
To keep the ratio the same, the x-coordinate and y-coordinate should increase by the same factor.
In this case, the ratio of the x-coordinates is 4:5 and the ratio of the y-coordinates is 20:25, which also simplifies to 4:5.
Therefore, the next coordinate pair that should be plotted should be (40, 25).
In this case, the ratio of the x-coordinates is 4:5 and the ratio of the y-coordinates is 20:25, which also simplifies to 4:5.
Therefore, the next coordinate pair that should be plotted should be (40, 25).
NOT AN ANSEWER >:(
Apologies for the confusion. Let's re-evaluate the options:
Option A:
(1, 4)
(2, 6)
(3, 8)
Option B:
(4, 16)
(5, 20)
To find the ratio between the x-coordinates and y-coordinates for both options, we divide the second coordinate by the first coordinate:
Option A:
4/1 = 4/1 = 4:1
6/2 = 6/2 = 3:1
8/3 = 8/3 = 8/3
Option B:
16/4 = 4:1
20/5 = 4:1
From the ratios, we can see that both options have the same ratio (4:1). Therefore, any coordinate pair that maintains this ratio can be plotted next.
Possible coordinate pair to maintain the ratio:
Option A:
(4, 10)
Option B:
(6, 24)
Therefore, the coordinate pair (4, 10) can be plotted next for Option A to maintain the same ratio.
Option A:
(1, 4)
(2, 6)
(3, 8)
Option B:
(4, 16)
(5, 20)
To find the ratio between the x-coordinates and y-coordinates for both options, we divide the second coordinate by the first coordinate:
Option A:
4/1 = 4/1 = 4:1
6/2 = 6/2 = 3:1
8/3 = 8/3 = 8/3
Option B:
16/4 = 4:1
20/5 = 4:1
From the ratios, we can see that both options have the same ratio (4:1). Therefore, any coordinate pair that maintains this ratio can be plotted next.
Possible coordinate pair to maintain the ratio:
Option A:
(4, 10)
Option B:
(6, 24)
Therefore, the coordinate pair (4, 10) can be plotted next for Option A to maintain the same ratio.
ARE YOU DUM
I apologize if my previous response was not clear or did not meet your expectations. If you have any specific concerns or questions, please let me know and I'll be happy to assist you further.
Which coordinate pair should be plotted next for Option B to keep the ratio the same?
(1 point)
Responses
(1 point)
Responses
Apologies for the confusion. To keep the ratio the same, the x-coordinate and y-coordinate should increase by the same factor.
In this case, the ratio of the x-coordinates is 4:5 and the ratio of the y-coordinates is 16:20, which simplifies to 4:5.
To find the next coordinate pair that maintains the ratio, we can multiply the second coordinate by the same factor as the x-coordinates.
Option B:
(4, 16)
(5, 20)
To maintain the ratio, we can multiply the second coordinate, which is 20, by 5/4.
20 * (5/4) = 25
Therefore, the next coordinate pair that should be plotted to maintain the same ratio for Option B is (5, 25).
In this case, the ratio of the x-coordinates is 4:5 and the ratio of the y-coordinates is 16:20, which simplifies to 4:5.
To find the next coordinate pair that maintains the ratio, we can multiply the second coordinate by the same factor as the x-coordinates.
Option B:
(4, 16)
(5, 20)
To maintain the ratio, we can multiply the second coordinate, which is 20, by 5/4.
20 * (5/4) = 25
Therefore, the next coordinate pair that should be plotted to maintain the same ratio for Option B is (5, 25).
1 answer