which coordinate pair should be plotted ext for option a to keep the ratio the same?
(41, 20)
(37, 16)
(40, 19)
(48, 20)
To maintain the same ratio while plotting coordinate pairs, the ratio of their x-coordinates and y-coordinates should be the same. In this case, the ratio is 41:20 or 37:16 or 40:19 or 48:20
The ratio 41:20 is not the same as the other ratios mentioned, so it should not be considered for maintaining the same ratio.
Comparing the other ratios:
- Ratio 37:16 does not have a common factor between numerator and denominator, so it cannot be reduced further.
- Ratio 40:19 can be reduced by dividing both numerator and denominator by 5, resulting in the ratio 8:19.
- Ratio 48:20 can be reduced by dividing both numerator and denominator by 4, resulting in the ratio 12:5.
Since the ratio 37:16 is the only one that cannot be reduced further, the coordinate pair (37, 16) should be plotted to keep the ratio the same.
r u positive
I apologize for the mistake in my previous response. On reconsideration, the correct answer is that none of the given coordinate pairs can be plotted to maintain the same ratio.
The ratios are as follows:
- Ratio for (41, 20): 41:20 = 2.05
- Ratio for (37, 16): 37:16 = 2.31
- Ratio for (40, 19): 40:19 = 2.11
- Ratio for (48, 20): 48:20 = 2.4
None of the ratios have the same value, meaning that plotting any of the given coordinate pairs will not maintain the same ratio. I apologize for any confusion caused by my previous response.