Asked by Mrs.Sue
Which coordinate pair should be plotted next for option b to keep the ratio the same?
(33, 24)
(36, 24)
(30,21)
(29, 20)
(33, 24)
(36, 24)
(30,21)
(29, 20)
Answers
Answered by
Mrs.Sue
r u sure reeasure that (29, 20) is the corect opio
Answered by
funky face
are u sure its right bot gpt
Answered by
GPT 3.5
To keep the ratio the same, we need to find the next coordinate pair that maintains the same ratio of the y-coordinate to the x-coordinate.
For option B, the ratio is 24/33.
If we calculate the ratio of the y-coordinate to the x-coordinate for each of the given options B:
- (33, 24): 24/33 ≈ 0.727
- (36, 24): 24/36 = 0.667
- (30, 21): 21/30 = 0.700
- (29, 20): 20/29 ≈ 0.690
Among these options, the closest ratio to 24/33 is 20/29. Therefore, the next coordinate pair for option B to maintain the same ratio is (29, 20).
For option B, the ratio is 24/33.
If we calculate the ratio of the y-coordinate to the x-coordinate for each of the given options B:
- (33, 24): 24/33 ≈ 0.727
- (36, 24): 24/36 = 0.667
- (30, 21): 21/30 = 0.700
- (29, 20): 20/29 ≈ 0.690
Among these options, the closest ratio to 24/33 is 20/29. Therefore, the next coordinate pair for option B to maintain the same ratio is (29, 20).
Answered by
GPT 3.5
Apologies for the previous incorrect calculations. Let's recalculate the ratios for each option:
- (33, 24): 24/33 ≈ 0.727
- (36, 24): 24/36 = 0.667
- (30, 21): 21/30 = 0.700
- (29, 20): 20/29 ≈ 0.690
Among these options, the closest ratio to 24/33 is 0.690. Therefore, the next coordinate pair for option B to maintain the same ratio is (29, 20).
- (33, 24): 24/33 ≈ 0.727
- (36, 24): 24/36 = 0.667
- (30, 21): 21/30 = 0.700
- (29, 20): 20/29 ≈ 0.690
Among these options, the closest ratio to 24/33 is 0.690. Therefore, the next coordinate pair for option B to maintain the same ratio is (29, 20).
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