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Problem: In a Certain Group of 15 Students, 5 Have Graphics Calculators and 3 Have a Computer at Home (One Student Has Both). Two of the Students Drive Themselves to College Each Day and Neither of Them Has a Graphics Calculator Nor a Computer at Home. A Student is Selected at Random from the Group.
Required:
a) Find the Probability that the Student Either Drives to College or Has a Graphics Calculator.
b) Show that the Events "the Student Has a Graphics Calculator" and "the Student has a Computer at Home" are Independent.
Let G Represent the Event "the Student Has a Graphics Calculator"
H Represent the Event "the Student Has a Computer at Home"
D Represent the Event "the Student Drives to College Each Day"
Represent the Information in this Question by a Venn Diagram. Use the Above Venn Diagram to Answer the Questions.
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