Problem 1: Emmy has 3 dresses (white, pink, and blue) and 3 blouses (black, white, and green) and 4 Shoes (purple, sparkle, unicorn, red). If she wears one of each, how many outfits can she make?

Problem 2: Tommy has 5 different ties, 2 different blazers, 4 different shirts and 3 different pairs of pants. If he wears one of each, many different outfits can he wear?

Problem 3: At Luca's House of Pizza, they have 12 different toppings and 3 different crusts. How many different kinds of 1-topping pizzas are there.

Problem 4:There are 2 different English courses, 2 science courses, 2 history courses, and 5 electives to choose from. If Ben has to choose one each, how many different schedules can he have?

Problem 5: Young Max wakes up on Thursday morning and remembers he has blocks A, B, D and F. In how many possible ways can these 4 blocks be arranged?

Problem 6:The license plates on a small tropical island only uses 6 letters from our 26 letter alphabet.

a) How many different license plates can be made?

b) If there is a stipulation thatno letters can be repeated, how many different license plates can be made?

Problem 7:Young Jackson knows from previous classes that there are 36 possible outcomes when two colored dice are rolled. How many outcomes are possible when 5 different colored dice are rolled?

Problem 8. There are 8 multiple-choice questions and each has 4 answers to choose from. What is the probability of getting them all correct by answering randomly?