The function f(t) that appears in this question is a known continuous function. If = f*...

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The function f(t) that appears in this question is a known continuous function. If = f* f(t)dt = 3x² = 5€² + 4 a) Find the value of C. C = b) Find the function f(t). f(t) = F(x) = log z c) Find g(x) = G'(x), where G(x) = √2108 * f(t)dt. g(x) = ⠀ # 1 -case+C The function f(t) that appears in this question is a known continuous function. If = f* f(t)dt = 3x² = 5€² + 4 a) Find the value of C. C = b) Find the function f(t). f(t) = F(x) = log z c) Find g(x) = G'(x), where G(x) = √2108 * f(t)dt. g(x) = ⠀ # 1 -case+C The function f(t) that appears in this question is a known continuous function. If = f* f(t)dt = 3x² = 5€² + 4 a) Find the value of C. C = b) Find the function f(t). f(t) = F(x) = log z c) Find g(x) = G'(x), where G(x) = √2108 * f(t)dt. g(x) = ⠀ # 1 -case+C

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a To find the value of C we set x0 in the integral equation F0in... View the full answer