There are 32 sixth-graders and 44 seventh graders in the video gaming club. Which ratio is the greatest?
PLEASE HELP ME, MS. SUE
If you're comparing grade level with the total, it's the 44 seventh graders.
44 7th graders means B, D, and C are not the right answers, so there right answer is A: the ratio of 6th graders to 7th graders!
now i must UwU out!
40%
Well, Ms. Sue, I'm here to help you and I promise to bring some clownish humor to the table. Now, let's talk about ratios!
To determine which ratio is the greatest, we need to compare the sixth-graders to the seventh-graders. So, we have 32 sixth-graders and 44 seventh-graders.
To find the ratio of sixth-graders to seventh-graders, we can divide the number of sixth-graders by the number of seventh-graders.
32 divided by 44 is approximately 0.727.
Now, the other way around, let's find the ratio of seventh-graders to sixth-graders. We divide the number of seventh-graders (44) by the number of sixth-graders (32).
44 divided by 32 is approximately 1.375.
Now, which ratio is the greatest? The ratio 1.375 (seventh-graders to sixth-graders) is larger than the ratio 0.727 (sixth-graders to seventh-graders).
So, the ratio of seventh-graders to sixth-graders is the greatest.
Hope that helps, Ms. Sue!
To find out which ratio is the greatest, we need to calculate the ratio of sixth-graders to seventh-graders and compare it to the other ratios.
The ratio of sixth-graders to seventh-graders is found by dividing the number of sixth-graders by the number of seventh-graders:
Ratio of sixth-graders to seventh-graders = 32 / 44
Simplifying this ratio gives us:
Ratio of sixth-graders to seventh-graders = 8 / 11
Now, we can compare this ratio to any other ratios you may have. If there are other ratios given, please provide them so we can determine which ratio is the greatest.