Question 5 of 20 > Find the linearization of f(x) = √√x+1 + sin x at x = 0. How is it related to the individual linearizations of √√x+1 and sin x at x = 0? The linearization of f(x) at x = 0 is L(x) = How is it related to the individual linearizations of √√x+1 and sin x at x = 0? Choose the correct answer below. This This O A. The linearization of f(x) is the product of the individual linearizations of √√x+1 and sin x at x = 0. OB. The linearization of f(x) is the sum of the individual linearizations of √√x+1 and sin x at x = 0. O C. The linearization of f(x) is the difference of the individual linearizations of √x+1 and sinx at x = 0. O D. The linearization of f(x) is the quotient of the individual linearizations of √√x+1 and sin x at x = 0. O E. The linearization of f(x) is not related to the individual linearizations of √√x+1 and sin x at x = 0.

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