ChatterBank0 min ago
Maths Homework Help
107 Answers
Please God, can someone help with my daughters homework.
The HCF of 2 numbers is 6. The LCM of the same two numbers is 72.
What are the numbers?
I'm twisted and my head hurts.
Please help :)
The HCF of 2 numbers is 6. The LCM of the same two numbers is 72.
What are the numbers?
I'm twisted and my head hurts.
Please help :)
Answers
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Just to clarify, divebuddy, I was referring to your post from the previous page when you said:
"FF, OK 24 and then 32.
I was only quoting you saying (for your example of 4 and 8) that it was not 32. leaving aside that it will always be the largest number (and I sort of feel that is wrong anyway in principle) it would be 16 not 32.
I'll be surprised if some maths ace doesn't say that the LCM can't be the larger number."
"FF, OK 24 and then 32.
I was only quoting you saying (for your example of 4 and 8) that it was not 32. leaving aside that it will always be the largest number (and I sort of feel that is wrong anyway in principle) it would be 16 not 32.
I'll be surprised if some maths ace doesn't say that the LCM can't be the larger number."
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You said I said "FF you said...//you get the LCM simply by multiplying the two numbers together (4 x 8 =32"
What I said was "the post just before mine had suggested you get the LCM simply by multiplying the two numbers together (4 x 8 =32)."
I have heard of quoting out of context but that's a bit extreme
What I said was "the post just before mine had suggested you get the LCM simply by multiplying the two numbers together (4 x 8 =32)."
I have heard of quoting out of context but that's a bit extreme
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For the sake of those who are interested, there is no such thing as a highest common multiple of two positive integers for example there's 40 trillion for a start.
As for ' lighten up a bit' yes we should, divebuddy, but if someone says you had said something when you clearly said the opposite then I would understand it if you wanted to point out the error.
As for ' lighten up a bit' yes we should, divebuddy, but if someone says you had said something when you clearly said the opposite then I would understand it if you wanted to point out the error.
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