Probability values in case of raw data-binomial-normal

Reference no: EM1322450

To find the probability values in case of raw data, binomial, normal

A biology teacher had noted that the scores on a standard examination attained by students from her past classes had a mean of 74 and a standard deviation of 14. The teacher decided to use a new book. She believed this would increase the mean, but that the standard deviation would remain at 14. Using the new book, a class of 50 students scored a mean of 76 on the standardized examination.

(a) Find the probability that a class of 50 students using the new book will have a (sample) mean as large as or larger than 76 if the new book were equivalent to the old book (i.e., if U= 74 and O = 14 for all students using the new book).

(b) Do you think that there is evidence to support the teacher's claim that the new book is superior? {Hint: use part (a).}

Note, I had to use U for symbol mean, O for standard deviation, and wording slash /x for - over x as I could not type these.

Reference no: EM1322450

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