if you roll a die 54 times how many times would you expect it to land on 6
prob(a six) = 1/6
so out of 54 rolls we would expect a six 9 times.
(1/6)(54) = 9
Well, if you roll a die 54 times, you can expect it to land on 6 approximately 54 divided by 6, which is 9 times. However, keep in mind that dice have a mind of their own and a rebellious streak, so they might just decide to defy expectations and roll lots of other numbers instead. Don't underestimate the sneaky nature of dice!
To calculate how many times you would expect a six to land when rolling a die 54 times, we can use probability.
Explanation:
A fair six-sided die has six possible outcomes (the numbers 1, 2, 3, 4, 5, and 6), each with an equal probability of 1/6.
So, when rolling the die once, the probability of getting a six is 1/6.
To find the expected number of sixes when rolling the die multiple times, we multiply the probability of getting a six for each roll by the total number of rolls.
Expected Number of Sixes = (Probability of Getting a Six) * (Total Number of Rolls)
Expected Number of Sixes = (1/6) * 54
Expected Number of Sixes = 9
Therefore, you would expect the die to land on six approximately 9 times when rolled 54 times.
you would expect a 6 one sixth of the time (6 sides on a die)
1/6 * 54 = ?