A random variable X has probability distribution P(X) of the following form where K is some number. $$P(X)= \left\{ \begin{array}{1 1} k & \quad if & \quad x=0 \\ 2k & \quad if & \quad x=1 \\3k & \quad if & \quad x=0 \\0 & \qquad otherwise \end{array} \right.$$ $$Find\;(1)\;K\qquad(2)\;p(x>2)$$

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