We got an awesome question from Bedtime Math fan Carmel P.: could you drink a whole lake in an hour? Well, you’d better hope it’s a small lake! Look at a 1/2 gallon of milk: that’s already a lot to drink. Now imagine a 1-foot wide cube…it would hold 8 gallons, or 16 cartons. Now imagine a 20- by 20-foot square swimming pool that’s 10 feet deep: it holds 20 x 20 x 10 = 4,000 cubic feet of water, or 64,000 milk cartons! NOW imagine a square-ish lake 200 feet wide and long and 100 feet deep. That holds 10 pools across, 10 pools from back to front, and 10 layers of pools top to bottom…you’d have to drink 1,000 swimming pools in an hour, or about 1 every 3 seconds. You’ll need a pretty fat straw for that!
Wee ones: If you could drink 5 whole swimming pools, what numbers do you say to count them?
Little kids: If a “little” lake holds 9 pools of water and you’ve drunk 5 pools of water, how many pools of water do you have left to drink? Count up to find out! Bonus: If you make it to only halfway between 5 and 9, how many swimming pools do you drink in total?
Big kids: If a lake holds “just” 8 million gallons, how many people can drink it down if each person drinks just 1/4 gallon? (Hint if needed: That means it takes 4 people to drink each gallon.) Bonus: If you could drink 10 whole swimming pools every 10 minutes, could you empty a 100-pool lake in 1 hour?
The sky’s the limit: Lake Superior in the U.S. holds 3 quadrillion gallons of water! Can you “spell” 3 quadrillion in digits? Hint: A quadrillion is one thousand trillions, and a trillion is one thousand billions.
Wee ones: 1, 2, 3, 4, 5.
Little kids: 4 more pools’ worth of water. Bonus: 7 pools.
Big kids: 32 million people, because each gallon needs 4 people tackling it. That’s almost all the people in Canada. Bonus: No: there are only 6 10-minute chunks in an hour, so you could drink only 60 pools in an hour. Another way to think of it: 10 pools in 10 minutes is 1 pool per minute, so that’s 60 in an hour.
The sky’s the limit: 3,000,000,000,000,000 gallons!