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"Because they should of paid 8.33 each not £9 The other pound is in the till Robbing bastards ![]() ^This | |||
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"Because they should of paid 8.33 each not £9 The other pound is in the till Robbing bastards ![]() ![]() ![]() | |||
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"Because they should of paid 8.33 each not £9 The other pound is in the till Robbing bastards ![]() But the fact is they DID pay £9 each because the assistant kept the other 67p x3 =£2. The math is even simpler. They paid £27 the assistant kept two quid. The other £25 is in the till. The trick is to ignore the £30 which actually never existed apart from on a wrong price tag! | |||
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"Three students go into a second hand shop and buy a tv for £30 They chip-in £10 each. After they've left the kind manager notices it should have been reduced to £25. He sends the assistant after them to give them the £5. The assistant can't be bothered dividing it into three. So he gives them £1 each and keeps £2 for himself. So, each of the students paid £9, equals £27. The assistant has got £2, equals £29. Where is the other pound???" Why did they pay £27 if it was £25! Confused here | |||
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"Because they should of paid 8.33 each not £9 The other pound is in the till Robbing bastards ![]() Yes! You win £1 ! Talking about the £30 is just to confuse things. | |||
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"Three students go into a second hand shop and buy a tv for £30 They chip-in £10 each. After they've left the kind manager notices it should have been reduced to £25. He sends the assistant after them to give them the £5. The assistant can't be bothered dividing it into three. So he gives them £1 each and keeps £2 for himself. So, each of the students paid £9, equals £27. The assistant has got £2, equals £29. Where is the other pound??? Why did they pay £27 if it was £25! Confused here" Because assistant robbed £2 off them.... Duh! | |||
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"Three students go into a second hand shop and buy a tv for £30 They chip-in £10 each. After they've left the kind manager notices it should have been reduced to £25. He sends the assistant after them to give them the £5. The assistant can't be bothered dividing it into three. So he gives them £1 each and keeps £2 for himself. So, each of the students paid £9, equals £27. The assistant has got £2, equals £29. Where is the other pound??? Why did they pay £27 if it was £25! Confused here Because assistant robbed £2 off them.... Duh!" Exactly, the £2 should've been taken away from the £27, not added. So the £30 is a decoy. | |||
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"Three students go into a second hand shop and buy a tv for £30 They chip-in £10 each. After they've left the kind manager notices it should have been reduced to £25. He sends the assistant after them to give them the £5. The assistant can't be bothered dividing it into three. So he gives them £1 each and keeps £2 for himself. So, each of the students paid £9, equals £27. The assistant has got £2, equals £29. Where is the other pound??? Why did they pay £27 if it was £25! Confused here" They thought it was £30, but got £3 back from the naughty assistant. | |||
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"Three students go into a second hand shop and buy a tv for £30 They chip-in £10 each. After they've left the kind manager notices it should have been reduced to £25. He sends the assistant after them to give them the £5. The assistant can't be bothered dividing it into three. So he gives them £1 each and keeps £2 for himself. So, each of the students paid £9, equals £27. The assistant has got £2, equals £29. Where is the other pound???" Nah, you can't fool me - you have to subtract the two pounds from the £27 - £25!!! ![]() ![]() ![]() | |||
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"But............. The students need £3 worth of 5x concentrate. The shop only sells 3x concentrate in 1 pint jars. How much change do they get?" Two and six!! ![]() | |||
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"I have a 100 pound watermelon laying out in the sun. 99% of the watermelon’s weight is water. After a few hours 98% of the watermelon’s weight is water. How much water, in weight, evaporated?" 50 lbs | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket " Well, done, unfortunately the prize has been won already... ![]() | |||
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"But............. The students need £3 worth of 5x concentrate. The shop only sells 3x concentrate in 1 pint jars. How much change do they get? Two and six!! ![]() you are only allowed one answer, two OR six ![]() | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() But I still don't get it ![]() | |||
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"I have a 100 pound watermelon laying out in the sun. 99% of the watermelon’s weight is water. After a few hours 98% of the watermelon’s weight is water. How much water, in weight, evaporated? 50 lbs" Nice. | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() Just forget the £30, that is part of the story just to throw in the confusion. They paid £9 each, which is £27. £25 in the till £2 in the assistants pocket. ![]() | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() They tricked you by adding the £2 to the £27 instead of subtracting it. The students paid £30 and the assistant pocketed £2 and gave back £3 (£27) so only £25 went in the til. | |||
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"I have a 100 pound watermelon laying out in the sun. 99% of the watermelon’s weight is water. After a few hours 98% of the watermelon’s weight is water. How much water, in weight, evaporated? 50 lbs Nice. " It's obvious: There is 1 lb of solid + 99 lbs of water = 1% of the mass. Later , the 1 lb is still there, but now it's 2% of the mass; So 1 lb is 2% of... 50 lbs So there is now 49lbs of water ; there was 99lbs of water, so 50 lbs has gone. | |||
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"Maths degree person here... The trick here isn't the 30 pound... It's the fact your brain wants to think the kids paid 27 for the TVs They didn't... The ended up paying 28 quid.... Remember they already gave 25... And then the kid gave them back another 3... And he kept 2 ![]() Ooh take a look at the first thread please Fabio!!! ![]() | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() ![]() If you are going to pose the question at least know the answer The 30 pounds isn't the red herring... It's the fact you keep saying that they paid 27 for the tele... They paid 28! I win..... ![]() | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() ![]() ![]() Think you need to check your calcs . They originally handed over £30. They were given £3 back by the dodgy assistant. So they paid out £27. Why do you think they paid £28??? | |||
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"The most important bit in the question posed. Who buys a telly for £30 anyway. They should know it's gonna explode after a days usage ![]() I've got one I'd let go for a fiver? ![]() | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() ![]() ![]() Because 30 minus 2 (the assistant kept) minus 3 (3 lots of 1 quid each) equals 25 (the amount in the till) ![]() | |||
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"I think the real question here is why has the assistant taken it upom himself to decide that he can't be bothered giving the correct change and will keep some himself! " You're wrong, the real question is why didn't the assistant keep it all to himself, the students didn't know any better ![]() | |||
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"The 27 pounds includes the 2 pounds they have paid, the plus the three they get back equals 30. How it is put across would actually add up to 32. 9 x 3 = 27 + 2 (assistant) = 29 + 3 (given back) = 32 ![]() plus a £25 telly = £57 ![]() | |||
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"Thrupence ha'penny? ![]() 20 guineas? | |||
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"There is no other pound. They paid 27 for the tv. 25 in the till and 2 in the assistants pocket Well, done, unfortunately the prize has been won already... ![]() ![]() ![]() ![]() So forgive me I have no "maths degree" but forget there are 3 people and let's say I give you £30 and you give me £3 back which is essentially what's happened I have in fact paid out £27 .. The original question has no meaning the sun has no relevance it's just worded to lead you into the wrong way of thinking ..the two pound he kept is bollocks if you put your 3 quid back and he put his 2 quid back it would sum up to 30 again . | |||
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