yeah no of course not! 54 is clearly too high. If each typist is averaging one page per minute and I have 54 of them going for 6 minutes I'm going to get WAAAAAAY more than 16 pages That'd be over 300 pages *smacks forehead*
Ok so back to the drawing board board. I say
Spoiler
3
if each one puts out a one page per minute then after 6 minutes I will have 18 pages.
I posted the stack of $5 bills question on the web page of the Mensa book were I found the question.
Whoever hosts the site insists that the answer is $585
Their reply:
759501-759384 = 117 117*5= $585
I asked why 501-384????? Explanation: so as to include bills 385 and 500. The Mensa person insists that there are 117 $5 bills
So I took out a stack of $5 bills and labled them 2-21 and I used his/her formula.
22-1=21*5 = $105 per Mensa's formula WHAT AM I MISSING?
FTR I only have $100 in front of me. I have 20 $5 bills.
They're wrong. Doing the subtraction 500-385 includes one of the endpoints so you don't need to add 2 back in, just 1. To demonstrate, let's use a smaller stack. Say numbers 385 through 400. The bill numbers would be:
I TOTALLY did. I got out 20 $5 bills and numbered them! You're right the Mensa person is wrong.
If his/her formula is right I want my extra $5 damnit!
And then everyday I'll get out stacks of money and magically make more. muahahahahaha!
Oooh, wouldn't that be nice! I'd use the highest denomination bills I could get my hands on to magically create more. And who says you're limited to once a day? I totally want the Mensa person to be right, now - easy way to get rich. Too bad they're not.
A father and daughter are in the working together when the little girl starts the following conversation: “Is 60 more than 30?” “Yes honey, 60 is more than 30.” “Is 100 more than 60?” “No honey, 100 and 60 are the same.” “Is 100 more than 90?” “No, 90 is more than 100.” If the father was always correct, what were they doing?
A father and daughter are in the working together when the little girl starts the following conversation: “Is 60 more than 30?” “Yes honey, 60 is more than 30.” “Is 100 more than 60?” “No honey, 100 and 60 are the same.” “Is 100 more than 90?” “No, 90 is more than 100.” If the father was always correct, what were they doing?
A father and daughter are in the working together when the little girl starts the following conversation: “Is 60 more than 30?” “Yes honey, 60 is more than 30.” “Is 100 more than 60?” “No honey, 100 and 60 are the same.” “Is 100 more than 90?” “No, 90 is more than 100.” If the father was always correct, what were they doing?
Of those numbers whose English representation in capital letters consists only of straight lines, only one number has a value equal to the number of straight line segments required to write it out. What number is this?
Yeah I like code breaking too but I still need scratch paper and a few minutes LOL! ONE -nope TWO- nope THREE- nope
LMAO! I'm not kidding
I wrote out all the numbers then circled FIVE, NINE, TEN.
Since ten wasn't it and wasn't going to repeat (unless it was FIFTEEN -nope) then it had to be a number with five or nine. The only thing I wasn't sure of was if the I's were counted as one or three.
Ok your turn. Hopefully I won't have to cheat and ask a friend this time.