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Suppose that the Green function F(t,t) of a particular differential equation _FF(t,t)d(t_t) depends only upon time differences; that is, F(t,t) F(t_t). Denote the Green function integral as the linear operator (_F)_1. (A)Use the formula for the inner product to derive (_F)_1{.Call thefunction within this operator F0. (B) Suppose the differential equation _Q{Q(t,t) d (t_t) has Green function Q(t,t). Denote the Green function integral as the linear operator (_Q{)_1.Bycomparing (_F)_1{ and (_Q{)_1, establish the relationship between F0 and Q. Explain your results in words.