8
Eight.
2 packages of buns will match up with 3 packages of dogs.
To ensure that each of the 40 campers has a hot dog and a bun with none left over, we need to find the least common multiple of the number of buns and hot dogs. The least common multiple of 8 (buns) and 10 (hot dogs) is 40. This means we need 5 bags of buns (5 x 8 = 40) and 4 packages of hot dogs (4 x 10 = 40). Therefore, 5 bags of buns and 4 packages of hot dogs are required.
They just do. No one knows why.
8
Hot dogs were first served in buns in 1976, when Hot Dogs were incredibly popular
8
No. of buns eaten by each person = 2 No. of people attending = 35 + 1 (Mrs Hudson) = 36 Total no. of buns needed = 36 * 2 = 72 No. of buns in each package = 12 No. of packages needed = 72 / 12 = 6 She should buy 6 packages.
Mr. Mendoza and his 23 students are planning to have hot dogs at their class picnic. Mr. Mendoza can buy hot dogs in packages of 12 and hot dog buns in packages of 8.Suppose that the class invites the principal, the secretary, the bus driver, and three parents to help supervise. How many packages of hot dogs and buns will Mr. Mendoza need to buy so that everyone will get the same number of hot dogs and buns with no leftovers? How many hot dogs and buns will each person get?
8 buns and its right because I'm a collage student taking algebra
I think if you have two packages of hot dogs and hot dog buns I think they would be used up
Hot dog buns Hamburger buns Hot dogs Paper towels Tortillas