Question: Let f(t) = t. Use the L_2 norm in C([0,1]) to compute |f|_2 Hint: | f|_2^2 = langle f, f angle = int_0^1 t^2 ,dt.
Let f(t) = t. Use the L_2 norm in C([0,1]) to compute \|f\|_2 Hint: \| f\|_2^2 = \langle f, f angle = \int_0^1 t^2 \,dt. Evaluate the integral and then take the square root
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