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Question Number 208962 by yaslm last updated on 29/Jun/24

Commented by Rasheed.Sindhi last updated on 29/Jun/24

Are all the digits in divisor,dividend  and quotient different?  Otherwise many many answers.

Areallthedigitsindivisor,dividendandquotientdifferent?Otherwisemanymanyanswers.

Commented by yaslm last updated on 29/Jun/24

complete from(0 to 9)

Commented by nikif99 last updated on 29/Jun/24

Please be more specific. There are 11  empty digits in the divisor, dividend  and quotient. Cannot be all different.

Pleasebemorespecific.Thereare11emptydigitsinthedivisor,dividendandquotient.Cannotbealldifferent.

Answered by Rasheed.Sindhi last updated on 30/Jun/24

 determinant (( , , , ,□,8,□,□),(□,(□)),□,□,□,□,□,□),( , ,□,□,□, , , ),( , , ,□,□,□, , ),( , , , ,□,□, , ),( , , , ,□,□,□, ),( , , , ,□,□,□, ),( , , , , , ,0, ))  The above pattern is somewhat  mismatched to that of the question.  But I think it correct and my answer  follows this.   determinant (( , , , ,c,8,d,e),(a,(b)),□,□,□,□,□,□),( , ,□,□,□, , , ),( , , ,□,□,□, , ),( , , , ,□,□, , ),( , , , ,□,□,□, ),( , , , ,□,□,□, ),( , , , , , ,0, ))  ab×8 is a 2-digit number  ab×c is a 3-digit number.  This follows that c>8⇒c=9  ab=12  (∵ 12×8 is 2-digit number  and 12×9 is 3-digit number.)  Numbers below 12 and above 12 haven′t  this property   Answer:    determinant (( , , , ,9,8,9,0),(1,(2)),1,1,8,6,8,0),( , ,1,0,8, , , ),( , , ,1,0,6, , ),( , , , ,9,6, , ),( , , , ,1,0,8, ),( , , , ,1,0,8, ),( , , , , , ,0, ))  ...

8)0Theabovepatternissomewhatmismatchedtothatofthequestion.ButIthinkitcorrectandmyanswerfollowsthis.c8deab)0ab×8isa2digitnumberab×cisa3digitnumber.Thisfollowsthatc>8c=9ab=12(12×8is2digitnumberand12×9is3digitnumber.)Numbersbelow12andabove12haventthispropertyAnswer:989012)118680108106961081080...

Commented by nikif99 last updated on 30/Jun/24

this is quite different from initial  post. Initial post has no solution for  any digits, according the position of  the cages.  I will try this option.

thisisquitedifferentfrominitialpost.Initialposthasnosolutionforanydigits,accordingthepositionofthecages.Iwilltrythisoption.

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