Barrons AP Calculus - David Bock

(dmanu) #1
(A) y ′ = 2x
(B) y ′ = 2x − 4
(C) y ′ = 4 − 2x
(D) y ′ = y
(E) y ′ = x + y


  1. A solution curve has been superimposed on the slope field shown below. The solution is for the
    differential equation and initial condition
    (A) y ′ = tan x; y(0) = 0
    (B) y ′ = cot x, y(π/4) = 1
    (C) y ′ = 1 + x^2 ; y (0) = 0
    (D)
    (E) y ′ = 1 + y^2 ; y(0) = 0


The slope fields below are for Questions 25–30.
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