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Yeah I meant perfectly divisible, my badinfinite...????
9 / 5 is 1.8
99 / 5 is 19.8
999 / 5 is 199.8
etc etc
I'm assuming the language used is "divisible" and not some other iterations of perfectly divisible or something
I don't think such a number exists.I was told today to find all numbers that only use the digit 9 (no other digits) and when divided by 5 make a whole number. First response I like gets a cookie![]()
That’s the expected answer. But not the one I came up withI don't think such a number exists.
If W is your whole number, and N is the number made up only of 9s, then you're looking for W x 5 = N. But any whole number multiplied by 5 can produce only a 0 or 5 in the ones place.
0 x 5 = 0
1 x 5 = 5
2 x 5 = 10
3 x 5 = 15
...
Put it another way, there is no whole number which, when multiplied by 5, will produce a 9 in the ones place.
That’s the expected answer. But not the one I came up withBut it would depend on the exact wording of the question
with a lot of those "online maths problems" the issue isn't the maths but the language usedYeah I meant perfectly divisible, my bad![]()
Idk if it was from an online source. I didn’t askwith a lot of those "online maths problems" the issue isn't the maths but the language used
actually it's the same with tests and stuff - a lot of times they try not to get you with the actual maths or whatever but it's the language that confuses people
I don't think such a number exists.
If W is your whole number, and N is the number made up only of 9s, then you're looking for W x 5 = N. But any whole number multiplied by 5 can produce only a 0 or 5 in the ones place.
0 x 5 = 0
1 x 5 = 5
2 x 5 = 10
3 x 5 = 15
...
Put it another way, there is no whole number which, when multiplied by 5, will produce a 9 in the ones place.
If you guys are curious with the answer I came up with I said 9.999 repeating. They never said not to use decimals, and 9.999 repeating is the same at 10, which is divisible by 5with a lot of those "online maths problems" the issue isn't the maths but the language used
actually it's the same with tests and stuff - a lot of times they try not to get you with the actual maths or whatever but it's the language that confuses people
That’s the one I came up with yeah9.99999…. because it will eventually have so many 9s it’ll just round up to 10(idk i failed math 😭)
interesting answerIf you guys are curious with the answer I came up with I said 9.999 repeating. They never said not to use decimals, and 9.999 repeating is the same at 10, which is divisible by 5Ofc its not the only number though.
It was my mom, and she basically said “well you’re not wrong”interesting answer
what's your friend's reply
problem solved right? lolIt was my mom, and she basically said “well you’re not wrong”