A random variable X has the following probability function : x: -2 -1 0 1 2 3 f(x): 0*1 k 0*1 2 2k 0*3 3k (i) Determine the distribution function F(x) of X.
"6k=0.48"
"k=0.08"
"F_X(x) = \\begin{cases}\n 0 & x<-2 \\\\\n 0.1 &-2\\leq x<-1\\\\\n 0.18 &-1\\leq x<0\\\\\n 0.3 &0\\leq x<1\\\\\n 0.46 &1\\leq x<2\\\\\n 0.7 &2\\leq x<3\\\\\n 1 &x\\geq 3\\\\\n\\end{cases}"
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