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7. Find u(W,t) and v(W,t) where dW(t)=udt+vdX(t) and (a) W(t)=X2(t), (b) W(t)=1+t+eX(t), (c) W(t)=f(t)X(t), where f is a bounded, continuous function
7. Find u(W,t) and v(W,t) where dW(t)=udt+vdX(t) and (a) W(t)=X2(t), (b) W(t)=1+t+eX(t), (c) W(t)=f(t)X(t), where f is a bounded, continuous function
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