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# 7. ) 1 According the University of California system , 37% of students entering UC Sunny dale required at least one developmental mathematics or

can someone help with this problem AND explain how they got the answers? Thank you7. )1 According the University of California system , 37% of students entering UCSunny dale required at least one developmental mathematics or english course . Assume that asimple random sample of 300 UC Sunnydale students is obtained .a . Which best describes the shape of the distribution of p , the sample proportion ofstudents entering the UC Sunny dale that require developmental mathematics or*english ? Is it normal ?*b. Calculate the expected value of the sample proportion , E ( p ) , and the standarddeviation of the sample proportion , Op. Round the values to 4 decimal places .C . Find the probability that 40% or more of the sample of UC Sunnydale studentsrequire a developmental mathematics or english course .d . Find the probability that 120 or fewer of the UC Sunnydale students in the sample*require a developmental mathematics or english course .

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