In your answers to all three questions of this section, give an explanation as to why...

Transcribed Image Text:

In your answers to all three questions of this section, give an explanation as to why you believe your answer is correct. Marks will not be awarded for answers with numbers not accompanied by any explanation or accompanied by meaningless or irrelevant statements. Consider a department of Computer Science with which 500 students are currently registered. 280 of these students are female and 220 are male. The department offers two undergraduate degrees: Computer Science and Computing with Management. Each student at the department is registered with exactly one of these degrees. In particular, 300 students study Computer Science and 200 students study Computing with Management. Exactly half of the students studying Computer Science are female. Given the above data, please answer the following questions. 1. 10 marks. How many female and how many male students study Computing with Management? 2. 10 marks. What is the probability that a student studies Computer Science provided that this student is male? In your answers to all three questions of this section, give an explanation as to why you believe your answer is correct. Marks will not be awarded for answers with numbers not accompanied by any explanation or accompanied by meaningless or irrelevant statements. Consider a department of Computer Science with which 500 students are currently registered. 280 of these students are female and 220 are male. The department offers two undergraduate degrees: Computer Science and Computing with Management. Each student at the department is registered with exactly one of these degrees. In particular, 300 students study Computer Science and 200 students study Computing with Management. Exactly half of the students studying Computer Science are female. Given the above data, please answer the following questions. 1. 10 marks. How many female and how many male students study Computing with Management? 2. 10 marks. What is the probability that a student studies Computer Science provided that this student is male?