Play is the last result of learning to multiply by 4, so "play" can't be 1, only play =2.
If we only do this, we can draw a conclusion: play =2.
But please go ahead and find:
Since play =2, "learning" must be 3 or 8, otherwise, you can't get the final result after multiplying 2 by 4.
So there are only four possibilities for "mathematics", namely, 83, 93, 88 and 98.
After the experiment, we can see that none of them meet the meaning of the problem, so the problem has no solution.
Calculation rules of multiplication:
(1) number alignment. Starting from the right, multiply the first factor by the number on each bit of the second factor, and the end of the number will be aligned with which bit of the second factor.
(2) Then add up the numbers multiplied several times.
Multiplication with zeros at the end of an integer: you can multiply the numbers before zeros first, then see how many zeros are at the end of each factor, and then add a few zeros at the end of the multiplied number.