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How do you handle student disappointment, Your biggest high school graduate fear, and enjoyable plans for this new year are some of the questions for the Circular Firing Squad.
Elliott - 1:35
Seeing we're starting the Gregorian New Year, what other calendars would you like to follow and why?
Mitch - 8:30
What's something fun or enjoyable that you're thinking about or have planned for the new year?
Elvis 19:45
What were you afraid of the most the last year you were in high school?
Marty 35:40
How do you deal/address student’s disappointment when their plans get changed by changes in programs/schedules, etc?
Final Shot question - 49:00
Coke or Pepsi?
2025 is no ordinary year—it’s a perfect square year and a fascinating mathematical milestone!Here are some incredible facts about 2025:
It is the square of 45 (45² = 2025).
It’s the product of two squares: 9² × 5² = 2025.
It’s the sum of three squares: 40² + 20² + 5² = 2025.
It’s the square of the sum of the first nine positive integers: (1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9)² = 2025.
It is also the sum of the cubes of digits from 1 to 9: 1³ + 2³ + 3³ + … + 9³ = 2025, as per Nicomachus’s theorem!
ThePodtalk.Net
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By The PodTalk Network
4.6
99 ratings
How do you handle student disappointment, Your biggest high school graduate fear, and enjoyable plans for this new year are some of the questions for the Circular Firing Squad.
Elliott - 1:35
Seeing we're starting the Gregorian New Year, what other calendars would you like to follow and why?
Mitch - 8:30
What's something fun or enjoyable that you're thinking about or have planned for the new year?
Elvis 19:45
What were you afraid of the most the last year you were in high school?
Marty 35:40
How do you deal/address student’s disappointment when their plans get changed by changes in programs/schedules, etc?
Final Shot question - 49:00
Coke or Pepsi?
2025 is no ordinary year—it’s a perfect square year and a fascinating mathematical milestone!Here are some incredible facts about 2025:
It is the square of 45 (45² = 2025).
It’s the product of two squares: 9² × 5² = 2025.
It’s the sum of three squares: 40² + 20² + 5² = 2025.
It’s the square of the sum of the first nine positive integers: (1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9)² = 2025.
It is also the sum of the cubes of digits from 1 to 9: 1³ + 2³ + 3³ + … + 9³ = 2025, as per Nicomachus’s theorem!
ThePodtalk.Net