(1) The meaning of fractional division is the same as that of integer division, that is, given: (-), the operation of finding another factor (2) 3 / 11 / 3 = 11 / 11 () 0 () = () 0 (); you can also think like this: 9 / 11 is divided into 3 parts averagely, each part is 9 / 11 (), that is 9 / 11 = () 0 () = () () 0 () = 9 / 11 () (3) A fraction divided by an integer is equal to the original fraction multiplied by () (4) It is known that the product of two factors is 15 / 16, one of which is 10. How to find the other factor?

(1) The meaning of fractional division is the same as that of integer division, that is, given: (-), the operation of finding another factor (2) 3 / 11 / 3 = 11 / 11 () 0 () = () 0 (); you can also think like this: 9 / 11 is divided into 3 parts averagely, each part is 9 / 11 (), that is 9 / 11 = () 0 () = () () 0 () = 9 / 11 () (3) A fraction divided by an integer is equal to the original fraction multiplied by () (4) It is known that the product of two factors is 15 / 16, one of which is 10. How to find the other factor?

(1) The meaning of fractional division is the same as that of integer division, that is, the operation of finding another factor when the product of two factors is known
(2) 3 / 11 / 3 = 3 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11 / 11
(3) A fraction divided by an integer is equal to the reciprocal of the original fraction multiplied by the integer
(4) It is known that the product of two factors is 15 / 16, one of which is 10. How to find the other factor?
15 / 16
=15 / 16 × 1 / 10
=5 out of 32