Ten android tablets will be delivered to a certain school for testing but three of them are defective tablet, Y represent the nondefective tablet and L represent the random variable representing the defective tablet will occur. Complete the table below and find the values of random variable L.
"\\def\\arraystretch{1.5}\n \\begin{array}{c:c}\n \\text{Possible } & \\text{Values of the } \\\\\n \\text{Outcomes} & \\text{Random Variable} \\ L\\\\\n\\hline\nLL & 2 \\\\\nLY & 1 \\\\\nYL & 1\\\\\nYY & 0\n\n\\end{array}"
"P(L=0)=\\dfrac{\\dbinom{3}{0}\\dbinom{10-3}{2-0}}{\\dbinom{10}{2}}=\\dfrac{21}{45}=\\dfrac{7}{15}"
"P(L=1)=\\dfrac{\\dbinom{3}{1}\\dbinom{10-3}{2-1}}{\\dbinom{10}{2}}=\\dfrac{21}{45}=\\dfrac{7}{15}"
"P(L=2)=\\dfrac{\\dbinom{3}{2}\\dbinom{10-3}{2-2}}{\\dbinom{10}{2}}=\\dfrac{3}{45}=\\dfrac{1}{15}"
"\\def\\arraystretch{1.5}\n \\begin{array}{c:c}\n l & 0 & 1 & 2 \\\\ \n \\hdashline \\\\\n\n P(L=l) & \\dfrac{7}{15} & \\dfrac{7}{15} & \\dfrac{1}{15}\n\\end{array}"
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