At a restaurant you can choose from 2 types of main entree out of 4, 3 sides out of 8, 1 drink from 3, and 2 soups out of 9. Without doubling up, how many ways can you order a meal?
At a restaurant you can choose from 2 types of main entree out of 4, 3...
3. A family of 8 goes to a restaurant. The menu has 11 entrees. Answer the following questions. (Explain your answers.) (a) (3 points) How many ways can everyone order an entree so that all entrees are different? (b) (3 points) How many ways can everyone order an entree if at least one person orders the most expensive entree and at least one person orders the least expensive entree? (c) (3 points) How many ways can everyone order an entree...
1- If four alphabets are to be chosen from L, M, N, O, P, Q such that repetition is not allowed then in how many ways it can be done? 2- Sally must choose a 5-digit PIN. Each digit can be chosen from 0 to 9 and the same digit can be used repeatedly. How many possible PIN numbers can be created? 3- Jenny has 8 tops, 5 bottoms, 2 belts, and 2 bracelets. Assuming that everything matches, how many...
At a restaurant, you can choose from 3 appetizers, 10 entrees, and 4 desserts. How many different three-course meals can you have?
There are 15 entrees available at a restaurant. From these, Archie is to choose 4 for his party. How many groups of 4 entrees can he choose, assuming that the order of the entrees chosen does not matter?
Discuss four (4) types of the menus used in the restaurant industry Discuss 2 advantages and 2 disadvantages of each of the four (4) menu types Choose two (2) of the menus mentioned above and provide some tips on how managers could design them to meet the needs of their restaurant and attract their target market Discuss two ways in which managers can advertise their menus to the travel public
Suppose we want to choose 2 objects, without replacement, from the 4 objects pencil, eraser, desk, and chair. (a) How many ways can this be done, if the order of the choices matters? х ? 0 (b) How many ways can this be done, if the order of the choices does not matter?
2. How many ways can you pick a license plate with 3 letters, then 4 numbers? 3. How many ways can you list 4 numbers out of a list consisting of 7 numbers without repetition?
Suppose we want to choose 4 colors, without replacement, from 16 distinct colors. (a) How many ways can this be done, if the order of the choices does not matter? x 6 ? (b) How many ways can this be done, if the order of the choices matters?
Main Street in Middletown runs north-south a total of ten blocks, with a restaurant at each end: Ani's Taqueria on the north end and Ramen House at the south end. You're standing in the middle, five blocks from each, and are in need of a meal You can't decide which way to go, so you decide to leave it up to the fates. Specifically, you decide that you'll roll one die; if it comes up between 1" and "4," then...
) Your band has just recorded 11 songs and is now going to release 8 of them as an album. 3. (4 points How many possible ways are there to choose and order 8 (out of the 11 recorded) songs for the album? tion, your answer can be left in terms of factorials() but no combination or permution or Pp) is allowed. notation (i.e. ) Your band has just recorded 11 songs and is now going to release 8 of...