How to arrange 10 digits so that the product of the some of them is equal to a number represented by the remaining digits

59 equations were found.

 

 

4830=1×2×5×7×69

6970=1×2×3485

7056=1×3×24×98

7056=1×3×8×294

7096=1×2×3548

7290=1×3×5×486

7690=1×2×3845

7830=1×6×29×45

8370=1×2×9×465

8596=2×14×307

8652=1×4×7×309

8790=2×3×1465

8970=1×26×345

9076=1×2×4538

9360=1×5×24×78

9360=2×4×15×78

9370=1×2×4685

9380=2×5×14×67

9670=1×2×4835

9706=1×2×4853

9720=1×3×5×648

9730=1×2×4865

9870=2×3×1645

10752=3×4×896

12780=4×5×639

14760=5×9×328

14820=5×39×76

15628=4×3907

16038=27×594

16038=54×297

16704=9×32×58

17082=3×5694

17820=36×495

17820=45×396

17920=8×35×64

18720=4×5×936

19240=8×37×65

20457=3×6819

20574=6×9×381

20754=3×6918

24056=8×31×97

24507=3×8169

25803=9×47×61

26180=4×7×935

27504=3×9168

28156=4×7039

28651=7×4093

30296=7×8×541

30576=8×42×91

30752=4×8×961

31920=5×76×84

32760=8×45×91

32890=46×715

34902=6×5817

36508=4×9127

47320=8×65×91

65128=7×9304

65821=7×9403

58401=63×927