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Square One Television: Finding the Average Snowfall
A weatherman and the building's security guard team up to figure out the average snowfall on a roof. -
Square One Television: Averages
Square One TV illustrates the concept of averages and how to find them. The three characters must find the average number of books they should be carrying. -
Cyberchase: The King's Jester
The jesters are auditioning for the king and don't know if the king is short or tall. They want to send someone who is not too tall and not too short so as not to insult him, but they don't know which one of them fits that criteria. The CyberSquad lines the jesters up from shortest to tallest and repeatedly takes one away from each end of the line to find the jester that is the middle height. -
Cyberchase: Placing Can Orders
Slider finds Cyroxide receipts for the month of July from the previous year, and the CyberSquad writes down on a calendar how many Cyroxide cans were sold on each day. Excluding an outlier, a holiday, they find a pattern for each week: an average of 30 cans are sold on weekdays, and an average of 60 cans are sold on weekends. They use the pattern they've identified to accurately place an order for the next six days of business. -
Sign in or create an account to view this clipCyberchase: Paying Trolls The Toll
03:16
The CyberSquad needs to pay the toll to make it across the bridge. Instead of money, the trolls want the same number of scones as the number of warts on a troll's face. The CyberSquad members count the number of warts on each troll's face, and after Jackie stacks the counts, they find that an equal number of trolls have 4, 5, and 6 warts. They look for the middle number that splits the group evenly and decide to pay a toll of 5 scones. -
Sign in or create an account to view this clipCyberchase: Reconstructing the Hearts
03:28
In order to make progress toward finding Hacker's time machine, Matt, Inez, and Jackie must help a gnome determine how many rocks were used to create a stone heart. The hearts were broken down into five piles of rocks. They count the number of rocks in each pile and choose the number that occurs most frequently as the answer.
