two dice are rolled. Find each probability.
a. P (3 and 5)
b. P (no 2s)
c. P (two 4s)
d. P (two different numbers)
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two dice are rolled. Find each probability.
a. P (3 and 5)
b. P (no 2s)
c. P (two 4s)
d. P (two different numbers)
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Answer
d. P (two different numbers)
pwede Rin kasi maging answer is letter but it's basically d because every rolled of dice can be a different number or it will be the same number
sorry mahina ako sa English nyahaha
How many different ways are there to roll two dice that results in a 2? There is only one: {1,1}
How many different ways are there to roll a 10? There are three: {4,6}, {5,5} and {6,4}
So, when two dice are rolled there are four possible outcomes that result in a 2 or 10. This is referred to as four "successful outcomes"
How many total possibilities are there when rolling two dice? The first die can take on any of six values, and the second die can independently take on any of six values. So, the total number of outcomes is 36.
To find the probability, divide the "successful outcomes" by the "total outcomes"