Let F(t) Be the Solution to Of $y ^ { \prime }$

Let f(t) be the solution to of $y ^ { \prime }$ = $y ^ { 2 }$ t - y, y(0) = 1. Which of the following statements is true?

A) f is increasing at the origin.
B) f(t) will be a constant solution of the differential equation.
C) f is decreasing at the origin.
D) $f ^ { \prime }$ (1) = 0

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