Understanding Factorials and Super Factorials

What is the speaker's current favorite number?

• 720

• 288

• 360

• 120

How is a double factorial different from a regular factorial?

• It adds every other term.

• It divides every other term.

• It multiplies every other term.

• It multiplies every third term.

What is the value of 3 super factorial?

• 24

• 6

• 36

• 12

Which symbol does the speaker suggest for super factorials?

• Interabang (‽)

• Ampersand (&)

• Asterisk (*)

• Hash (#)

What is a common problem in mathematics regarding symbols?

• Too many symbols are available.

• Exhaustion of standard and Greek alphabets.

• Symbols are not defined clearly.

• Symbols are too complex.

What is the result when 4k super factorial is divided by 2k factorial?

• A cube number

• A square number

• A prime number

• A factorial number

What is the unique property of the number 288?

• It is a Fibonacci number.

• It is a prime number.

• It is a perfect square.

• It equals 4 factorial times 3 factorial times 2 factorial times 1 factorial.

Which mathematical expression also equals 288?

• 4^4 + 3^3 + 2^2 + 1^1

• 5^5 + 4^4 + 3^3 + 2^2

• 3^3 + 2^2 + 1^1

• 6^6 + 5^5 + 4^4

What is the approximate formula for n factorial?

• Square root of (2 pi*n) (n over e to the n)

• n squared times pi

• n times pi squared

• n cubed over e

What is the significance of the number 288 in the context of super factorials?

• It is a prime number.

• It is the only number with a unique factorial property.

• It is a perfect cube.

• It is the largest super factorial.