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it didn't matter because even though I meant legs between just the mammals on the bus (and they were all described) you got it wrong anyway, you made a few elementary mistakes. I'm gonna let a few more tries go before i say the answer.Quote:
Originally Posted by The REAL GE
dude your so close 343 is the total number of fat cats, remember for each cats of that total number there are 7 kittens
edit: fixed... unless sleep deprivation has me hallucinating and I totally missed something.
7 girls = 14 legs
7 fat cats in 7 packs on 7 girls = 343 fat cats = 1372 legs
343 fat cats each has 7 kittens = 2401 kittens = 9604 legs
Total = 10990 legs
you say so your self, yet you stumble over its simplicity: each girl has seven back packs, in of those back packs there are 7 cats.
It has been done, +Rep for you Rota for finally getting that.Quote:
Originally Posted by Rota
You did good.Quote:
Originally Posted by Rota
There are two doors in front of you. One leads to safety and the other leads to your peril. (You can't turn back if you go through one of them.) Each door has a guard standing in front of it. One of the guards always tells the truth and one guard always lies.
You are allowed to ask one guard one question to ascertain which path leads to safety. Remember that you do not know which guard you're asking - the truth-teller or the liar and that this single question determines whether you live or die. The question is: What one question asked of one guard guarantees that you are led onto the path to safety, regardless of which guard you happen to ask?
Note: You are not allowed whoop the guards' asses, ask more than one question, determine which one is the truth-teller/liar by means of reading body language or any other types of shenanigans! :D
You ask either one what door would the other gaurd ask me to take, what ever door they say ... take the other!
The one who tells the truth Will tell you the lair would take u ther wrong way, and liar would say the one who tells u the truth will tell you the wrong way - he lies see!
Fourty people( men,women,and children)entered a resturant.
each man should pay 4$.
each woman 2$.
each child 1$.
totally they paid 40$.
how many men were out of 40?
how many women?
and how many children?
"Should pay". Some didn't?Quote:
Originally Posted by XxflamesxX
I don't believe there is a way to get men, women and children into the answer, because if there were 40 people the only way they could get $40 (as long as none of them pay nothing) is if they each payed a dollar, so the only logical answer to me would be 40 children, but that doesn't seem rightQuote:
Originally Posted by XxflamesxX
Alxalca is right. Only 40 people paying $1 each would make $40. There were 40 children in there.
Give me an example of a quadratic equation.