Eighty percent of adults drink coffee and 70% drink tea. What is the smallest possible percent of adults who drink both coffee and tea?
Answer: 50 (percent)
A pyramid with volume 40 cubic inches has a rectangular base. If the length of the base is doubled, the width tripled and the height increased by 50%, what is the volume of the new pyramid, in cubic inches?
Answer: 360 (cubic inches)
Answer: 3
Cory has 3 apples, 2 oranges and 2 bananas. If Cory eats one piece of his fruit per day for a week and the pieces of fruit within each category are indistinguishable, in how many orders can Cory eat the fruit? One such order is AAAOOBB.
Answer: 210 (orders)
Answer:
Answer: 108
A set of five integers has unique mode 7, median 9, and arithmetic mean 11. What is the greatest possible value in the set?
Answer: 22
Answer: 9 (ways)
Answer: 4 (values)
Answer: 4 (pieces)
A family of five has Momma, Poppa and three children. Each child generates 2 loads of laundry per week while each parent generates 1. 5 loads per week. How many loads of laundry are generated by this family in 52 weeks?
Answer: 468 (loads)
Answer:
Answer:
Answer: 11 (integers)
The three-digit positive integer N has a ones digit of 3. What is the probability that N is divisible by 3? Express your answer as a common fraction.
Answer:
Pizzas are sized by diameter. What percent increase in area results if Chantel’s pizza increases from a 10 -inch pizza to a 12 -inch pizza?
Answer: 44 (percent)
Answer: 5 (trios)
While standing in line to buy concert tickets, Kit moved 60 feet closer to the ticket window over a period of 30 minutes. At this rate, how many minutes will it take her to move the remaining 70 yards to the ticket window?
Answer: 105 (minutes)
Answer:
Answer: 12 (crates)
All positive integers whose digits add up to 11 are listed in increasing order: 29, 38, 47, …. What is the eleventh number in that list?
Answer: 137
How many subsets of {1, 2, 3, 4, 5} with two or more elements have the property that the sum of their elements is a positive, even number?
Answer: 13 (subsets)