Yefim S. answered 10/19/21
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Δy ≈ dy = f'(2)Δx; f'(x) = 8x + 5; f'(2) = 8·2 + 5 = 21;
so, Δy ≈ 21·0.4 = 8.4
Linda M.
asked 10/18/21Let y=4x2+5x+3. If Δx=0.4 at x=2, use linear approximation to estimate ΔyΔy≈
Yefim S. answered 10/19/21
Math Tutor with Experience
Δy ≈ dy = f'(2)Δx; f'(x) = 8x + 5; f'(2) = 8·2 + 5 = 21;
so, Δy ≈ 21·0.4 = 8.4
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