To determine the percentage of students who score between 400 and 600, you would typically need access to the specific data set or distribution of scores for the students in question. If this data follows a normal distribution, you could use statistical methods to find the percentage based on the mean and standard deviation. Without that data, it's impossible to provide an accurate percentage.
(x-400)/100=1.882 x=588.2
67.5% of 400 = 270
400 percent of 1000 = 4000
0.6 percent of 400 is 2.4
20 percent of 400 is 80.
(x-400)/100=1.882 x=588.2
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0-100
If 5 scores average 80, their sum is 400.If 6 scores average 83, their sum will be 498.The sixth score must be (498 - 400) = 98% .
This information tells us that (248/x) = (62/100) , by the definition of percentage. Thus x = 248*(100/62) = 400 so there are 400 students in the class.
400 percent
67.5% of 400 = 270
400 percent of 1000 = 4000
69 percent of 400 is 276.
0.6 percent of 400 is 2.4
9 percent of 400 is 36.