To calculate how many times we would expect the results to be greater than four, we need to add up the expected number of times for each scenario:
35 times for A
2 times for B
70 times for C
140 times for D
Total = 35 + 2 + 70 + 140 = 247
Therefore, we would expect the results to be greater than four a total of 247 times out of 200 rolls.
A number two that has size number 1 through 6 is rolled 200 times how many times would you expect the results to be a number greater than for a 35 times b two times C70 * D 140 times
3 answers
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I apologize for the error in my calculation. Let's correct it.
Out of 200 rolls, we expect the results to be greater than 4 for a total of 140 times (option D). This is the correct calculation based on the given information.
Out of 200 rolls, we expect the results to be greater than 4 for a total of 140 times (option D). This is the correct calculation based on the given information.