Let F be the space of real functions of real variable, where is defined the Internal product
Let F Be The Space Of Real Functions Of Real Variable Where Is Defined The Internal Product A Obtain A Unit Vector F 1 (27.53 KiB) Viewed 42 times
a) Obtain a unit vector from the function f b) Determine if f and g are orthogonal. c) Verify the Cauchy-Schwarz inequality
Let F Be The Space Of Real Functions Of Real Variable Where Is Defined The Internal Product A Obtain A Unit Vector F 2 (90.76 KiB) Viewed 42 times
producto interno (f | g) = f f(t)g(t) dt; para las funciones f(t) = t + 1 y g(t) = t², Vf, g € F
3. Sea F el espacio de funciones reales de variable real, donde se define el producto interno (f | g) = f f(t)g(t) dt; para las funciones f(t) = t + 1 y g(t) = t², a) Obtenga un vector unitario a partir de la función f b)Determine si fy g son ortogonales c) Verifique la desigualdad de Cauchy-Schwarz Vf,ge F
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