6. A survey is sent out to 1,000 participants. They are each asked two questions:Do you have a degree in computer science?Do you have a job working as a computer programmer?All 1,000 participants responded. 415 of them said they have a job working as acomputer programmer. Of those who said they have a job working as a computerprogrammer, 60% reported having a degree in computer science. Of those who saidthey do not have a job working as a computer programmer, 30% reported having adegree in computer science. What is the probability that someone has a job as acomputer programmer, given they have a degree in computer science? 5. Suppose you invent a new programming language. You allow variables to be createdthat are of at least three characters, but no more than five characters in length. Thecharacters can be capital or lowercase letters, numerical digits, or one of the specialcharacters in the set {!, ?, , &, #, %}. The first character in a variable cannot be aspecial character.a.) How many variables, in total, can be created in this programming language? (If youprefer, you can leave your answer as an expression rather than as a single number. For3 ( 54 ) 3 would be acceptable in place of the evaluation of thisexampleexpression, which would be 472,392.)b.) Recompute your answer, but now assume that characters cannot be repeated.Assume, still, that the first character cannot be one of the special characters.

We use the definitions of probability to find the probability of someone having a job as a computer…

6. A survey is sent out to 1,000 participants. They are each asked two questions: Do you have a degree in computer science? Do you have a job working as a computer programmer? All 1,000 participants responded. 415 of them said they have a job working as a computer programmer. Of those who said they have a job working as a computer programmer, 60% reported having a degree in computer science. Of those who said they do not have a job working as a computer programmer, 30% reported having a degree in computer science. What is the probability that someone has a job as a computer programmer, given they have a degree in computer science?