Puzzle:

Because cigars cannot be entirely smoked, a Bobo who collects cigar butts can make a cigar to smoke out of every 3 butts that he finds. Today, he has collected 27 cigar butts. How many cigars will he be able to smoke?

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Solution:

He will be able to smoke 13 cigars.

He will be able to smoke 13 cigars.

He makes 9 originals from the 27 butts he found, and after he smokes them he has 9 butts left for another 3 cigars. And then he has 3 butts for another cigar. So 9+3+1=13

## 12 comments:

13

from 27 cigar butts---he can make 9 cigars

which results in 9 cigar butts--from which he can make 3 cigars

which results in 3 cigar butts--from which he can make 1 cigar

so,total no.of cigars=9+3+1=13

13 cigars.

Explanation given by Chavali

13

Its 13...

13 cigars...

sol:) 27/3 = 9

9/3 = 3

3/3 = 1

total = 13

since.. he makes a cigar 4m 3 butts

so easy......

13

3 butts = 1 cigar + 1 butt (after cigar is smocked)

=>

1 cigar = 3 butts - 1 butt = 2 butts

=>

# of cigars = # of butts / 2

=>

27 / 2 = 13 cigars + 1 butt.

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I really loves the flavor of Cuban cigars just loves everything about it even its cartons are awesome I am really love with the taste it gives me.

27cig butts=9 original

9cig butts=3 original

3 cig butts=1 original

therefore 9+3+1=13.

here one original cig= 3 cig butts

it's not 13, its 12 2/3. you cant smoke the whole last cigar.

Sorry I'm not on my usual account. I'm away from my usual computer.

This was an easy, easy puzzle. Something I would give to my cousin in grade school. Hmm... maybe I will!

I got that he can smoke up to 13 cigars.

From 27 cigar butts he can make 9 cigars.

From 9 cigar butts he can make 3 cigars.

From 3 cigar butts he can make one last sweet, sweet cigar.

9 + 3 + 1 = 13 cigars smoked with one lonely cigar butt leftover...

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