dy = (5e5x + 3)dx by differentiation
Substitute Δy for dy and Δx for dx. Then substitute in x = 0, Δx = .05 in order to evaluate Δy
Caleb G.
asked 02/04/23Calculate the values of dy and ∆y for the function y=e5x+3x given x=0 and ∆x =0.05 round to the nearest 4 decimal places
dy = (5e5x + 3)dx by differentiation
Substitute Δy for dy and Δx for dx. Then substitute in x = 0, Δx = .05 in order to evaluate Δy
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