Question: I need help solving the problem below Math B -> Math C-> Math D. Only 35% of students that take a current class take the

I need help solving the problem below

Math B -> Math C-> Math D. Only 35% of students that take a current class take the next one in the sequence. Students are placed in any class based upon tst scores and move on from there. Suppose that there are 3,000 students admitted into a University. 40% start in Math A, 30% start in Math B, 20% start in Math C and 10% start in Math D. 1. How many students start in each class? Math A Math B Math C | Math D 2. Of those starting in Math A and Math B, how many of those students will take Math C and Math D. Math A -> # Math C |# Math D Math B -> # Math C # Math D - 3. Do more students make it from Math A to Math D or Math B to Math D and does that surprise you? 4. If students that don't take Math C can't graduate, how many drop outs are there? 5. Of the 3,000 original students, how many students take or eventually take each math class? Math A Math B | Math C | Math D 6. If a section of class can have a maximum of 30 students, how many sections of Math A, Math B, Math C and Math D will these need? 9 . Math A | Math B | Math C | Math D Page 4 of 5 1809 words [x + 100% Type here to search O Fi e WE ? A CX 11:35 PM 11/5/2019

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