If two loaded dice each have the property that 2 or 4 is three times as likely to appear as 1,3,5 or 6 on each roll. When two such dice are rolled, the probability of obtaining a total of 7 is p, then the value of [1p] is, where [⋅] represents the greatest integer function

If two loaded dice each have the property that 2 or 4 is three times a

1.	If two loaded dice each have the property that 2 or 4 is three times as likely to appear as 1,3,5 or 6 on each roll. When two such dice are rolled, the probability of obtaining a total of 7 is p, then the value of [1p] is, where [⋅] represents the greatest integer function
Answer» If two loaded dice each have the property that $2$ or $4$ is three times as likely to appear as $1, 3, 5$ or $6$ on each roll. When two such dice are rolled, the probability of obtaining a total of $7$ is $p$ , then the value of $[\frac{1}{p}]$ is, where $[\cdot]$ represents the greatest integer function