Jason and Zarah were asked to solve the following problem: Of 1400 students at Brown High School, 800 attended the first school dance of the year. Only 500 attended the next dance, and 300 attended both dances. A student is randomly selected. What is the probability that a student? i.) attended the first or second dance? ii.) attended neither dance Jason chose to solve the problem using a Venn diagram. Zarah chose to use probability formulas. Clearly show two Distinct solutions, one for each student, showing where you got the numbers in the Venn diagram etc. Leave your answer in exact form