I found an answer from www.quora.com

**You**'**re** in a **room** of **100 people**. **If your life** depends on **you saying** a ...

**If you select** any integer 1 through **100** at random, **you**'**ll** have an ... If **your life**
depends on **you saying** a **number** (**1-100**) **no one else has chosen**, **you live**, if not
, **you die**. ... for **your** integer to be selected by **someone else**, in which case **you**
**die**. But the chance that any particular person **will pick your** integer **is** just **1/100**; ...

For more information, see **You**'**re** in a **room** of **100 people**. **If your life** depends on **you saying** a ...

I found an answer from en.wikipedia.org

Monty Hall problem - Wikipedia

The Monty Hall problem **is** a brain teaser, in the form of a probability puzzle,
loosely based on ... Suppose **you**'**re** on a game show, and **you**'**re** given the
choice of three doors: ... He then says to **you**, "**Do you** want to **pick** door **No**. 2? ....
"Monty **is saying** in effect: **you can** keep **your one** door or **you can have** the other
two doors.

For more information, see Monty Hall problem - Wikipedia

I found an answer from en.wikipedia.org

Love - Wikiquote

Love **is** an echo in the feelings of a unity subsisting **between** two **persons** which
**is** ... **Choose** to love whomsoever thou wilt: all **else will** follow. ..... How **else can**
this be, **but** that **you have** preferred **your** own enjoyment to the consolation of the
many? ...... Love **has no** uttermost, as the stars **have no number** and the sea **no**
rest.

For more information, see Love - Wikiquote

I found an answer from web.stanford.edu

HW1 Solutions

For |D|, note that a outcome **is not** in D **if** the first and third flips **are** both Tails. The
**number** ... Suppose **you have** two coins, **one is** biased with a probability of p
coming up Heads, and **one** ... Moreover, since **we** randomly **pick** the coin for each
flip, all sequences **are** equally likely. ... depends on the **number** of Heads and
Tails.

For more information, see HW1 Solutions

I found an answer from www.reddit.com

Let's run an experiment. **Pick** a **number between** 0 and **100**. **If** the ...

May 17, 2015 **...** The best entry **will** be the **one** which **is** closest to 2/3 of the average of all entries.
... **people chose** each **number**, there tend to be 3 large spikes: **one** around 50, ...
**If you** actually want to **win**, it **is** usually best to guess in the range 15-25. .... but
those **could** also just be **people** who **are** ... **not** aware of the math of ...

For more information, see Let's run an experiment. **Pick** a **number between** 0 and **100**. **If** the ...

I found an answer from www.quora.com

**When someone** says **you pick** a **number** from 0-10, which **one do** ...

7 **is** the most likely **number** to be **picked** as **people** believe it **is** the most ... Firstly,
**if you were** to **choose** a random **number** from 1 - 10, **you can** eliminate 1 and 10
... why few **people have chose** it on the answers in this Quora thread however **I**
am ... **If I** randomly **pick** a **number** from **1-100** everyday, how many days it **will** take
to ...

For more information, see **When someone** says **you pick** a **number** from 0-10, which **one do** ...

I found an answer from math.stackexchange.com

probability - Taking Seats on a Plane - Mathematics Stack Exchange

This **is** because the last person **will** either get the first seat or the last seat. ....
bumped **when** he finds his seat occupied by **someone** with a smaller **number**,
who **was** also ...... For n seats: (**i**) With 1/n probability, the passenger **picks** the
seat of the first .... Note also that **you**'**ll** only ever end up in **your** seat or mine, **no**
**one else's**.

For more information, see probability - Taking Seats on a Plane - Mathematics Stack Exchange

I found an answer from www.reddit.com

What **is** the probability of two **people saying** the same **number** ...

In reality, however, **if you choose** a random person and ask them to name a
random **number between** 1 and 10 (inclusive), some **numbers are** going ... the
probability that **they** name the same **number will** be greater than **one** in ten. .... (
10,10) which **are** 10 out of **100** = 10/**100** = 1/10 which **is** 10% probability.

For more information, see What **is** the probability of two **people saying** the same **number** ...