Answer:
Assuming a fair die (all faces have equal probability of outcome) which has six different sides then ,
the probability that drawing an 8 and rolling a 7 is :
p( drawing an 8 ) = 4 / 52.
p( rolling a 7 from 6 sided dice ) = 0.
then since both events are independent then their probability is the product of their own probabilities.
p( drawing an 8 ) * p( rolling a 7 from 6 sided dice ) = 4 / 52 * 0 = 0
Assuming fair dice which 7 different sides then ,
p( rolling a 7 from 7 sided dice ) = 1/7.
p( drawing an 8 ) * p( rolling a 7 from 7 sided dice ) = 4 / 52 * 1/7 = 0.010989
Conclusion : assuming its A fair die then , these cases may be possible:
case 1 : < 7 if the number of sides of the die is less than 7 then the probability is zero.
case 2 : =7 if the number of sides of the die is exactly 7 then the probability is 0.010989
case 3 : > 7 if the number of sides of the die is greater than 7 then probability is 4/52 * 1/n where n is number of sides .
Step-by-step explanation:
