In a colony, there are 100 families and each family has at most three pets. The types of pets that the families in the colony have are only among dogs, cats, parrots and fish. The following bar chart gives the number of families in the colony with different number of pets. The pie chart shows the breakup of the total number of pets in the colony by type of pet.

DIRECTIONS for questions 11 to 15: Answer the questions on the basis of the information given below.In a colony, there are 100 families and each family has at most three pets. The types of pets that the families in the colony have are only among dogs, cats, parrots and fish. The following bar chart gives the number of families in the colony with different number of pets. The pie chart shows the breakup of the total number of pets in the colony by type of pet.Question No. 15DIRECTIONS for questions 14 and 15: Select the correct alternative from the given choices.If any family that has exactly 2 pets does not have pet dogs, what is the minimum total number of pet dogs that the families with exactly 3 pets must have? 22  48  54  50

f any family that has exactly 2 pets does not have pet dogs, what is the minimum total number of pet dogs that the families with exactly 3 pets must have? 22  48  54  50

A survey of 132 pet owners yielded the following information: 49 pet owners own fish; 55 own a bird; 50 own a cat; 66 own a dog; 2 own all four; 11 own only fish; 16 own only a bird; 10 own fish and a bird; 21 own fish and a cat; 26 own a bird and a dog; 29 own a cat and a dog; 3 own fish, a bird, a cat, and no dog; 1 owns fish, a bird, a dog, and no cat; 9 own fish, a cat, a dog, and no bird; and 10 own a bird, a cat, a dog, and no fish. How many of the surveyed pet owners have no fish, no birds, no cats, and no dogs?

Which of the following statements is definitely false? Every family with exactly 1 pet has a parrot.  Every family with exactly 2 pets has at least one cat.  Every family with exactly 3 pets has three dogs.  None of the above

The following list gives the number of pets for each of 8 students.3, 1, 4, 3, 4, 2, 0, 3Find the modes of this data set.If there is more than one mode, write them separated by commas.If there is no mode, click on "No mode."