What Comes Next in the Seque...
[1918] What Comes Next in the Seque... - What Comes Next in the Sequence: 6, 15, 105, 5460, ?? - #brainteasers #math #riddles - Correct Answers: 47 - The first user who solved this task is Neelima Subrahmanyam
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What Comes Next in the Seque...

What Comes Next in the Sequence: 6, 15, 105, 5460, ??
Correct answers: 47
The first user who solved this task is Neelima Subrahmanyam.
#brainteasers #math #riddles
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Afraid of the Dark

A little boy was afraid of the dark. One night his mother told him to go out to the back porch and bring her the broom.

The little boy turned to his mother and said, "Mama, I don't want to go out there. It's dark."

The mother smiled reassuringly at her son. "You don't have to be afraid of the dark," she explained. "Jesus is out there. He'll look after you and protect you."

The little boy looked at his mother real hard and asked, "Are you sure he's out there?"

"Yes, I'm sure. He is everywhere, and he is always ready to help you when you need him," she said.

The little boy thought about that for a minute and then went to the back door and cracked it a little. Peering out into the darkness, he called, "Jesus? If you're out there, would you please hand me the broom?"

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Quaternions

In 1843, the theory of quaternions was born when a sudden thought came to William Rowan Hamilton (1805-1865) as he was walking with his wife along the Royal Canal in Dublin, Ireland. (He had been working since the late 1830s on the basic principles of algebra, resulting in a theory of conjugate functions, or algebraic couples, in which complex numbers are expressed as ordered pairs of real numbers. Until now, he had not been successful in developing a theory of triplets that could be applied to three-dimensional geometric problems.) During the walk, he realized that the theory should involve quadruplets, not triplets. His excitement at his discovery caused him to pause and carve the underlying equations in a nearby bridge.
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