Cant figure out this question. please help solve and explain.

(1 point) At a certain university in Western Canada, 42% of all 1styear students are registered in an introductory Calculus course, 24% are registered in an introductory Economics course, and 61% are registered in an introductory Calculus or an introductory Economics course. You randomly pick a 1styear student from this particular university. Find the probability that the student chosen Part (a) is registered in both an introductory Calculus course and an introductory Economics course. 0.1008 555 (Use two decimals in your answer) Part (D) is registered in an introductory Calculus course and not registered in an introductory Economics course. 0.3192 ::: (Use two decimals) Part (c) is not registered in introductory Calculus or not registered in introductory Economics. 04584 E! (use two decimals) Part (d) is not registered in either course 0.4408 ::: (use two decimals) Part (e) If a student is registered in introductory Calculus, what is the probability they are also registered in introductory Economics? 0.24 EEE (use four decimals) Part (f) ilf a student is not registered in introductory Economics, what is the probability they are also not registered in introductory Calculus? 0.58 555 (use four decimals)