Question: Question 1 Suppose y = y(x) is a function that satisfies y' = x + 3xy and y(0) = 1. Find y('/). 3 Not enough

 Question 1 Suppose y = y(x) is a function that satisfiesy' = x + 3xy and y(0) = 1. Find y('\\/). 3

Question 1 Suppose y = y(x) is a function that satisfies y' = x + 3xy and y(0) = 1. Find y('\\/). 3 Not enough information is provided. 491 I 44H x 0 3631 Question 2 4 Suppose f is continuous and f(x) dx = 33. Select all statements that must definitely be true? You will receive partial points for each answer correctly selected and correctly left unselected. None of the given statements may necessarily be true. - x The equation f(x) = 1 1 must have a solution in the interval [1, 4]. x Of(x) 2 0 for all X in the interval [1, 4]. 4.1 f(x) dx > 33 V 3.99 f(x) dx

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