## Cowabunga boys!

Hello to all Ambrose Smith here. I just wanted to express my joy of being part of this community. I've been a marketer myself for 10 years. Really like the UI of the site, the old memes here and there, the color solutions and yadda yadda yadda yadda. Cool. Love it. Part-time, I try to express my thoughts and experiences in writing. Not so long ago I realized that writing is my true passion, and when I have free time, I write articles and other …

Cowabunga boys!

## I zw

BlackHatKings: Deals & Discounts
Posted by: MervinROX
Post Time: June 3, 2019 at 1:52 pm.

## [ Politics ] Open question: why is there advice for women and girls, not for men and boys?

Are only issues related to women considered important? ,

## Who are the boys?

TLDs for digital energy technologies in Chile

I see that they are from both

United States New York City
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## Every body knows Korean BTS singers 7 boys? Which singer is your favorite?

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## Combinatorics – Find out how many boys and six girls can stand in a row when no boy is next to another

The simplest answer is to arrange 6 girls and place 5 boys in order of order in the remaining 7 slots:

$$square g square g square g square g square g square g square$$
That's why we come with:

$$6! Cdot 7P5 = 1 space 814 space 400$$

I notice, however, if you take one of the girls (call it as $$^ *$$), we have:

$$^ * square ^ * g ^ * square ^ * g ^ * square ^ * g ^ * square ^ * g ^ * square ^ * g ^ * square ^ *$$

We see that no matter where girls$$^ *$$ stands, the boys will still not stand side by side. Now we can arrange 5 girls, put all boys in and put girls in$$^ *$$ in the 12 places after order:
$$5! Cdot12 cdot6P5 = 1 space036 space800$$

So what's right? If the first is correct, why is the latter wrong and vice versa?

Many Thanks.