Suppose you roll a regular six faced dice 600 times about how many times would you expect to get a four
set a proportion
1/6=x/600
1/6 is the chance with one role
x/600 is the chance with 600 roles
600/6= 100
you should get it 100 times
1/6 or 100 times
To find out the expected number of times you would get a four when rolling a regular six-sided dice 600 times, we can use probability.
The probability of getting a four on one roll of a six-sided dice is 1/6, since there is only one favorable outcome (rolling a four) out of six possible outcomes (rolling any number from one to six).
To find the expected number of times, we multiply the probability of getting a four (1/6) by the total number of rolls (600):
Expected number = Probability of getting a four × Total number of rolls
= (1/6) × 600
≈ 100
Therefore, you would expect to get a four approximately 100 times when rolling a six-sided dice 600 times.
To estimate how many times you would expect to roll a four on a six-faced dice, we can use probability.
The probability of rolling a four on a fair six-faced dice is 1/6, as there are six equally likely outcomes (numbers 1 to 6) and only one of them is a four.
To find the expected number of times, we can multiply the probability by the number of trials:
Expected number = Probability × Number of trials
Expected number = (1/6) × 600
Expected number = 100
Therefore, you would expect to roll a four approximately 100 times when rolling a six-faced dice 600 times.