Integral equation reduced to differential equation Y (T) = 2 / (E-1) ∫ e ^ ty (s) ds (integral limit is 0 to 1) - e ^ t If you don't simplify it, tell me what this integral equation means. How can I get t and s in the right integral, and then subtract t

Integral equation reduced to differential equation Y (T) = 2 / (E-1) ∫ e ^ ty (s) ds (integral limit is 0 to 1) - e ^ t If you don't simplify it, tell me what this integral equation means. How can I get t and s in the right integral, and then subtract t

In fact, you only need to deal with the result by step integral. There is a difference between the integral sign T and S. t can be treated as a constant when integrating. The integral only acts on the function with s as the variable (Y (s)). The function subtracted has nothing to do with the integral