Which of the following is an inner product on the vector space of all real-valued continuous functions on [0, 1]?

1
〈f, g〉 = |\(\int_0^1\) f(t) g(t) dt|
2
〈f, g〉 = \(\int_0^1\) |f(t) g(t)| dt
3
〈f, g〉 = f(0) g(0) + f(1) g(1)
4
〈f, g〉 = \(\int_0^1\) f(t) g(t) dt

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