Her Ivory Tower
Winger
I think it is supposed to be digits used once only in the 8 spaces, that's why there is precisely 8 digits available to you between 2 and 9?You've only got 4 spare numbers per sum. Be really f***ing hard without the 2.
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I think it is supposed to be digits used once only in the 8 spaces, that's why there is precisely 8 digits available to you between 2 and 9?You've only got 4 spare numbers per sum. Be really f***ing hard without the 2.
Exactly.I think it is supposed to be digits used once only in the 8 spaces, that's why there is precisely 8 digits available to you between 2 and 9?
Eh? I mean I think you should only use each of the 8 available digits once across BOTH sums. So all you have left for the bottom sum is 4 6 7 8.Exactly.
This.4876 = 92 x 53
5394 = 93 x 58 or 62 x 87
Either way you use the 2 or the 3 twice. They are the only 2 digit combos.
4876 = 92 x 53
5394 = 93 x 58 or 62 x 87
Either way you use the 2 or the 3 twice. They are the only 2 digit combos.
@Keyser Soze what did your child do for the answer?
She did the same as Muggboots and got 92 x 53 and 62 x 87 using the 2 twice. She hasn't been able to find any other way, so maybe the question is misleading and it is actually 8 numbers per question ?
Yes maybe.....I don't know, it feels like the 4 should be used somewhere so that all 8 available digits are used within the answer otherwise what was the purpose of restricting it to those specific 8 digits and saying use them once only..... hmmm maybe I'm looking too hard for something which isn't there! Do let us know the correct answer from her teacher!
53 x 92 = 4876 (all digits used 2-9)Complete the following so that you create four 2 digit numbers that use the digits 2 to 9 (once and once only)
to get the following four digit answers when multiplied together :
** x ** = 4876
** x ** = 5394
Any ideas ?
Yes I think this is how it is supposed to be but the question from the OP was worded wrongly.53 x 92 = 4876 (all digits used 2-9)
62 x 87 = 5394 (all digits used 2 -9)
Yes I think this is how it is supposed to be but the question from the OP was worded wrongly.
So the answer is.........
OP's FAULT.