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| | #11 (permalink) | |
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Yeah, That Simone
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| | #12 (permalink) |
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Rep Power: 7 ![]() | [quote:post_uid0="Papa Shango"]Ok, The Local Council are building a row of 100 houses. these houses will be numbered from 1 to 100. It is one mans job to buy all the numbers for the front doors.. how many number 9s must this man buy?[/quote:post_uid0] Well, if each house has one single number, it'll be 20. Unless the 9's are the same are the 6's, just the other way. Which means he'll need 40. However, the way the question is worded could mean that each house will have all numbers from 1 to 100, meaning that they'll need 2000 or 4000, depending on whether the 6's count. Or I'm totally wrong. |
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| Bod Mod God Status: Offline
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Rep Power: 7 ![]() | Yeah, and too bad I figured that out before the both of you...juniors. :p : : |
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| | #16 (permalink) |
| Platinum Member ![]() Status: Offline
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Rep Power: 7 ![]() | So why didn't you post that you wouldn't need any, smartarse? |
| 3D. Wrestling Clique, Monksdiner, JimmyVan and KnowYourNews' Crafty Old Veteran. | |
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| | #17 (permalink) |
| Bod Mod God Status: Offline
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Rep Power: 7 ![]() | Haha, now you're just getting mad 'cause I said the answer before you. Just settle down. : : |
| "I hate every bone in your body but mine. I can't wait 'til I can hate you tonight." ~Poison | |
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| | #19 (permalink) | |
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Founder/Admin
Yeah, That Simone
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| | #20 (permalink) |
| Devils Advocate Status: Offline
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Rep Power: 24 ![]() ![]() | The way the question is stated, if he is left with an option, then the answer would have to be none not 40. How many "must" he buy then it can't be 20 or 40. because he doesn't HAVE to buy 40 9's and he doesn't HAVE to buy 20. He can simply buy none and get 40 6's. |
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