Question: (b) Approximator(X (2), X (2.5) ), where . {X(t), t > 0} is a stochastic process . X (t ) = Y+tz . Y, Z

(b) Approximator(X (2), X (2.5) ), where . {X(t), t >

0} is a stochastic process . X (t ) = Y+tz .

(b) Approximator(X (2), X (2.5) ), where . {X(t), t > 0} is a stochastic process . X (t ) = Y+tz . Y, Z are independent, each with a Binomial(3, 0.2) distribution

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