(11934, 1) (5967, 2) (3978, 3) (1989, 6) (1326, 9) (918, 13) (702, 17) (663, 18) (459, 26) (442, 27) (351, 34) (306, 39) (234, 51) (221, 54) (153, 78) (117, 102)
There are many possible answers. An easy answer is 1 times 11934
As a product of its prime factors: 2*3*3*3*13*17 = 11,934
11934
Assuming you mean whole numbers: 1 x 11934 2 x 5967 3 x 3978 6 x 1989 9 x 1326 13 x 918 17 x 702 18 x 663 26 x 459 27 x 442 34 x 351 39 x 306 51 x 234 54 x 221 78 x 153 102 x 117
I very much doubt if there are any two digits which can give 11934 using any standard mathematical operation.
(11934, 1) (5967, 2) (3978, 3) (1989, 6) (1326, 9) (918, 13) (702, 17) (663, 18) (459, 26) (442, 27) (351, 34) (306, 39) (234, 51) (221, 54) (153, 78) (117, 102)
To find a clue that has the same product as 1326 times 9, we first calculate the product: 1326 × 9 = 11934. A clue could be the multiplication of other factors that also equal 11934, such as 11934 = 11934 × 1 or 597 × 20. Alternatively, a simpler clue could be "What is 1326 times 9?" which directly leads to the same product.
(11934, 1) (5967, 2) (3978, 3) (1989, 6) (1326, 9) (918, 13) (702, 17) (663, 18) (459, 26) (442, 27) (351, 34) (306, 39) (234, 51) (221, 54) (153, 78) (117, 102)
All numbers with a least common multiple, have that multiple as a factor.
A number that is a multiple oof two or numbers is called a common multiple
The least common multiple is one of the numbers when one of the numbers is a multiple of the other.
When one of the numbers is a multiple of the other.