The physics scores of 200 students follow a normal distribution with a mean of 75 and a standard deviation of 7. Which conclusion is best supported by this information?
A. About 32 students have a score higher than 89. B. About 4 students have a score higher than 89. C. About 100 students have a score higher than 89 D. About 4 students have a score lower than 89. E. About 32 students have a score lower than 89
@amistre64
what is 89 - 75 .... divided by 7?
i get 14/7 = 2 so by the empirical rule, 89 is 2 standard deviation from the mean given us a 95% adding in the 2.5 % on the left tell us that: 97.7% are under 89, and 2.5% are over 89
97.5% that is
1 second
let me reread that
how did you get 97.7 if you add2.5
recall the empirical rule, it defines a spread about the mean 2 sds is equal to 95%|dw:1373309361140:dw| that leaves us with 5% split between the tails: 5/2 = 2.5
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