Finding the normal value of a polynomial with a known differential and integral value.

For example; we 3x'3 =3! We want to find the values ​​x3 =18 x and 3x^4 /4= 18x using a different method. We can do it like this.

1) Let's find the integral of the value, for example, let's write 3x'3 as 3x^4/4

2) Let's increase the power of the found integral by one. It becomes 3x^5.

3) The first written value is 4x5 = 20, multiplying the power of the integral by one and multiplying it by the 3x'5 prime.

4) then let's do 3x'5/20. =18 x is found. Thanks.