Ristorante LocalLicious Menu 2023 Three courses - $35 per person Antipasti House Made Daily Soup Tomato Goat Cheese Salad Fresh sliced tomato with creamed goat's cheese, extra virgin olive oil and balsamic vinaigrette Beef Carpaccio Shaved blue rare beef tenderloin with mixed greens and Parmigiano cheese Italian Salad Fresh spring mixed greens in our own Italian vinaigrette Classic Caesar Salad (additional $2 applies) Crisp romaine, herb croutons, bacon and Parmigiano-Reggiano tossed in our house dressing Roasted Beet Salad (additional $2 applies) Roasted beets with mandarin oranges, blue cheese and toasted almonds on a bed of spring mix salad with our house vinaigrette Secondi Casareccia Fresh casareccia pasta with Italian sausage, artichokes and Romano cheese in a fresh tomato sauce Lamb Shank Braised lamb shank with roasted potatoes and vegetables Chicken Parmigiana House made breaded boneless chicken topped with mozzarella and tomato sauce served with spaghetti Pork Tenderloin Grilled pork tenderloin with a mushroom Dijon cream sauce with roasted potatoes and vegetables Veal Marsala Veal scaloppini forest mushrooms in a Marsala sauce with roasted potatoes and vegetables Risotto Primavera Risotto with mixed vegetables in a wine tomato sauce Salmon 'an seared fillet of salmon with a citrus herb sauce topped with salsa verde served with roasted potatoes and vegetables Dessert Classic House made Tiramisu Or Chocolate Mousse BAYSIDE VARIETY KITCHEN + BAR Three Course $35 / Guest choice of appetizer burrata confit tomato, black garlic pesto, balsamic pork belly parsnip pure, pear, bourbon, rosemary salad butter lettuce, shaved brussel sprouts, pickled onion, pecorino, maple aioli choice of entre striploin +$10 halibut Boz california cut, pomme pure, french beans, garlic-dijon veloute herb crusted, roasted potato, broccolini, lemon-caper beurre blanc +$10 chicken pancetta stuffed supreme, polenta, corn-mushroom soccotash, pan sauce gnocchi sweet potato, sage pesto, apple, broccoli, feta, almond prime rib 12oz. pomme pure, roasted carrots, yorkshire pudding, au jus +$15 "available sunday only choice of dessert budino espresso, salted caramel, sponge toffee bread pudding chocolate, raspberry, crme anglaise Question 7 (1 point) Listen Galaxy Cinemas is giving away movie posters to a lucky fan. They have 40 different posters and the manager is going to select 10 of them to give away. How many different selections could the manager make? 3,628,800 8.16 x 1047 3.08 x 1015 847,660, 558 Question 8 (1 point) Listen Write 50P10 in factorial form. 10! 50! 10! 40! 50! 40! Question 9 (1 point) Listen How many different ways can 10 people be seated at a circular table? 362,880 100 3,628,800 55 Question 10 (1 point) Listen Express 12! in the form Pr 12P1 1P12 12P2 12P12 Question 11 (1 point) Listen What is the correct simpliciation of 100 P75 4! 75! 100 P25 100! 25! Question 12 (1 point) Listen Evaluate 9P4 126 362,880 24 3,024 Question 13 (1 point) Listen An Ultimate Frisbee team consists of 2 grade 9 students, 4 grade 10 students, 8 grade 11 students and 3 grade 12 students. Find the number of ways that a team can select a captain and alternate captain if there are no restrictions. 272 289 182 11,880 Question 14 (1 point) Listen What is the total number of arrangements of the digits 2,3,4,5,6 if the odd digits must not be together? 48 120 720 72 Question 15 (1 point) Listen Using the digits 0-9 (repetition is allowed), how many different three or four digit numbers could be created? 10,000,000 11,000 9,900 43,000 Question 16 (1 point) Listen Kawartha Dairy has 25 different flavours of ice cream to choose from. Customers have the option of selecting either 1, 2, or 3 scoops of ice cream (they could buy 3 of the same flavour aka repetition is allowed!) 14,425 15, 275 15, 625 421,875 Question 17 (1 point) Listen Mr. Jones has created a new code called Jorse Code where each character is made up of blips, bleeps, and bloops. Determine the maximum number of characters that could be formed using up to 3 combinations of blips, bleeps, or bloops. 39 27 36 729 Question 18 (1 point) Listen A game has players roll either one or two ten-sided dice (numbered 1 - 10). Which is the total number of possible different outcomes? 110 1000 30 100 Question 19 (1 point) Listen In the game Battleship, players guess the location of a ship using a grid where the columns are numbered 1 - 10 and the rows are labeled A - J (pictured below). Each player places 5 ships that cover a total of 17 different spaces. Determine the probability that you guess a spot that your opponent has placed a ship? My Ships A B C D E F G H Aircraft Carrier AAAAA Battleship BBBB Cruiser CCC Submarine SSS 12345678910 Destroyer DD 17 83 83 100 17 100 20 Question 20 (1 point) Listen 10 students are lining up for a school photo. What is the probability that the students are arranged in ascending height? 362,880 1 10,000,000,000 1 1,814,400 1 3,628,800 Question 21 (1 point) Listen Kawartha Dairy offers 25 different flavours of ice cream. If someone orders a 3 scoop cone (repetition is allowed), determine the probability that at least one of the scoops is Moose Tracks (the best flavour). Round your answer to the nearest tenth of a percent! 22.3% 11.5% 88.5% 12% Question 22 (1 point) Listen In a class of 25 people, what is the probability that at least 2 people share the same birthday? Round your answer to the nearest tenth of a percent. 100% 56.9% 43.1% 46.2% Question 23 (1 point) Listen Saved 3 names are drawn randomly from a hat (no replacement) that contains 20 different names. What is the probability that the names are selected in alphabetical order? 0.00013 4.1103 10-19 0.00020 0.00015 Question 24 (1 point) Listen Find the probabilty of guessing Mr. Jones' computer password if you know he used 6 characters (upper case letters, lower case letters, and digits 0-9 are allowed, as well as repetition). 2.26 x 10-11 1.2 10-8 1.76 10-11 1.06 10-10 Question 2 (2 points) Listen Convert to factorial form 3 7! 4!3! 4! F= F O 4! Question 1 (1 point) Listen 4C3 +5 C3 is equal to? OgC4 OC 6C3 4C4 Question 2 (1 point) Listen 2C2 +3 C2 is equal to? 4C2 5C3 303 4C3 Question 3 (1 point) Listen 9C8-7 C7 is equal to 201 8C7 09C7 08C8 Question 4 (1 point) Listen Solve 11C8-9 C7 11C7 10C7 9C8 10C8 Question 5 (1 point) Listen The sum of the first 4 terms of diagonal 6 is... Leave your answer as a whole number, not a combination! A/ Question 6 (1 point) Listen The sum of the first 8 terms of diagonal 12 is... Leave your answer as a whole number, not a combination! The following questions will be referring to the binomial theorem of Pascal's Triangle. The numbers in the boxes specify how many points each question is worth! 1. Expand the following. Show your work! (a) 3(x+y)5 (3x + y) (c) 5 (5x-2y)