most students have at least 3 dogs
n = number of students in one homeroom who have dogs x number of homeroom classesfrom
You have to SHOW the table, sweet pea.
Fact: 90 students ate hot dogs Let Y be the number of students who DID not eat hot dogs (which is the unknown) Let Z be the total number of students in the universe (which is another unknown). Thus the ratio to ninety students who at hot dogs to ones that did not is generally provided by the following: z = 90 + y Thus 90+y:90 The answer is 90+Y to 90 Emre O
Short answer: Anywhere from 6-15 students will have both a cat and a dog. The maximum number that can have both is 15, if each student who has a cat also has a dog. To find the minimum number, we must try to get as many students to only have one pet as possible. Let's take students 1-20 and give them dogs. Now give the last 9 students cats. We still have 6 (15-9) cats left to distribute and no places to put them. This means that at least 6 students need to have both a cat and a dog.
Yes they do. Many schools allow blind students to take their service dog with them.
They can all be "pets".
easy 58 because 30+12=42 100-42=58
25% if 13 is a fractional number. You cannot have a fractional number of students.
5 dogs
If you have six dogs living in a small apartment, then I would say yes, six dogs is too many. But if you have a house with a large yard, then six dogs isn't too many.
4 dogs and 3 cats
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?