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1. THE TABLE SHOWS THE NUMBER OF SLICES OF PIZZA ORDERED DURING RUSH HOUR AT A PIZZERIA. THIS DATA WAS COLLECTED OVER A NUMBER OF DAYS. THE PIZZERIA WILL USE THE DATA IN THE TABLE TO DECIDE HOW MANY OF EACH TYPE OF PIZZA TO MAKE WITH A TOTAL OF 144 PRE-MADE SLICES FOR TODAY'S RUSH HOUR. A) DETERMINE THE EXPERIMENTAL PROBABILITY OF ORDERING VEGETARIAN PIZZA, AS A PERCENT ROUNDED TO 1 DECIMAL PLACE. PIZZA NUMBER TYPE SOLD PEPPERO 75 NI HAWAIIAN 35 VEGETARI 40 AN B) HOW MANY HAWAIIAN PIZZA SLICES SHOULD THEY MAKE FOR TODAY'S RUSH HOUR? ROUND UP TO THE NEXT WHOLE SLICE IF NECESSARY AND SHOW YOUR WORK 2. A SPINNER NUMBERED 1-9 IS SPUN AND A COIN IS FLIPPED. WHAT IS THE PROBABILITY THAT THE RESULT IS A PRIME NUMBER ON THE SPINNER AND A TAIL ON THE COIN? NOTE: WE DO NOT NOT COUNT 1 AS A PRIME NUMBER. (2 MARKS)3. A BAG CONTAINS 12 ORANGE MARKERS, 13 GREEN, AND 5 YELLOW. LEAVE AS A REDUCED FRACTION IF NECESSARY. LABEL EACH SCENARIO AS INDEPENDENT OR DEPENDENT EVENTS ON THE LINE PROVIDED. (1 MARK) A) WHAT IS THE PROBABILITY THAT A GREEN MARKER IS CHOSEN, FOLLOWED BY AN ORANGE, ASSUMING THAT THE FIRST MARKER IS REPLACED BEFORE THE SECOND IS DRAWN? (2 MARKS) TYPE OF EVENT: B) WHAT IS THE PROBABILITY THAT A GREEN MARKER IS CHOSEN, FOLLOWED BY AN ORANGE? ASSUME THE FIRST MARKER IS NOT REPLACED BEFORE THE SECOND IS DRAWN. (1 MARK) TYPE OF EVENT