I am weightless, but you can s...
[3129] I am weightless, but you can s... - I am weightless, but you can see me. Put me in a bucket, and I'll make it lighter. What am I? - #brainteasers #riddles - Correct Answers: 70 - The first user who solved this task is Jasmina Atarac
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I am weightless, but you can s...

I am weightless, but you can see me. Put me in a bucket, and I'll make it lighter. What am I?
Correct answers: 70
The first user who solved this task is Jasmina Atarac.
#brainteasers #riddles
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20 of the most groan-worthy Dad jokes

What do you call a bear with no socks on?
Bare foot.

What button is impossible to unbutton?
The belly button.

What did Michael Jackson call his denim store?
Billie Jeans.

What is invisible and smells of worms?
A bird's fart.

What do you call a Minecraft celebration?
A block party.

Who is the best Kung Fu vegetable?
Brocco-Lee.

What do you call a rabbit who is angry over getting burnt?
A hot cross bunny.

What did the butt say to the other butt?
PTTTTT.

What's orange and sounds like a parrot?
A carrot.

Why couldn't the toilet paper cross the road?
He got stuck in a crack.

What's round and sounds like a trumpet?
A crumpet.

What do you call a sleeping dinosaur?
A dino‐SNORE.

What do you call a man with a spade on his head?
Dug.

What kind of hair do they sell at IHOP?
Eggstensions.

What do you call an Asian man who always has correct change?
Exact Lee.

What do you call an apple that farts?
A fruity Tooty.

What is the best day to cook?
FRY-DAY.

What did the horse say when it fell?
GIDDYUP!

What do you receive when you ask a lemon to help?
Lemon aid

Why can’t you give Elsa a balloon?
Because she will let it go.

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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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