Question

(1) From First Principles, and showing all procedures develop a generalized time differentiation of the Inverse of a fourer transform. Flje = f(t) (2) Solue the equation (32? + 2xy J dz + (x3 + x² + 24) dy=0 using GananaA OPERATIONS futhulę I- Skloge (ke} de, Reducing your result to it supled form Determine THE 2 transform and the Region of Conflegende Roc) of the functional f(n) = (14) For n zo Cave

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Answer 1

Solesteron . Given that dele . the first principles and slowing develop the sequence domaus Fours transform time frequency domani from used convert of او 3 نسلی لا امن امان وی ادامه ز بان the content figuency domain time donat مدل سایه (سن » (30) : S (Wester - Sen () (Divx6:) 5 (1) (30%(713) only Develop a genomlised lime different forces Therefore (15= FY (3W) = x(1) ar 2 (4)