G and H are mutually exclusive events. P(G) = 0.5; P(H) = 0.3 Find P(G or H). Round answers to four decimal places, if necessary. C and D are independent events. P(C) = 0.3; P(D) = 0.6 Find P(C and D). Round answers to four decimal places, if necessary. Use the following scenario for the next three questions. Saddleback college finds that 25% of students enrolled are taking online classes. 40% of students are enrolled part-time. Of the part-time students, 35% are taking online classes. Let D = event that a student takes an online class and E = event that a student is a part time student. Find P(D and E). Round answers to four decimal places, if necessary. Use the following scenario from Question 8. Saddleback college finds that 25% of students enrolled are taking online classes. 40% of students are enrolled part-time. Of the part-time students, 35% are taking online classes. Let D = event that a student takes an online class and E = event that a student is a part time student. Find P(EID). Round answers to four decimal places, if necessary. Use the following scenario from Question 8. Saddleback college finds that 25% of students enrolled are taking online classes. 40% of students are enrolled part-time. Of the part-time students, 35% are taking online classes. Let D = event that a student takes an online class and E = event that a student is a part time student. Find P(D or E). Round answers to four decimal places, if necessary.