Solution:
Using Σpi=1\Sigma p_i=1Σpi=1
(x1−x6)+(1+2x6)+(x−16)+(1+x6)+(1−2x6)+(1+x6)=1⇒x=313(\dfrac{x}{1}-\dfrac{x}{6})+(\dfrac{1+2x}{6})+(x-\dfrac{1}{6})+(\dfrac{1+x}{6})+(\dfrac{1-2x}{6})+(\dfrac{1+x}{6})=1 \\\Rightarrow x=\dfrac3{13}(1x−6x)+(61+2x)+(x−61)+(61+x)+(61−2x)+(61+x)=1⇒x=133
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