Rolling two regular six-sided dice, and let X represent the sum of the two numbers the dice landed on. A) How many possible outcomes are there in the sample space? 36 B) Find P(X = 1): C) Find P(X < 2): D) Find P(X ≥ 7): 0 36 E) Find P(7 < X ≤ 8): ✓ (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction)
Rolling two regular six-sided dice, and let X represent the sum of the two numbers the dice landed on. A) How many possible outcomes are there in the sample space? 36 B) Find P(X = 1): C) Find P(X < 2): D) Find P(X ≥ 7): 0 36 E) Find P(7 < X ≤ 8): ✓ (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction)
Rolling two regular six-sided dice, and let X represent the sum of the two numbers the dice landed on. A) How many possible outcomes are there in the sample space? 36 B) Find P(X = 1): C) Find P(X < 2): D) Find P(X ≥ 7): 0 36 E) Find P(7 < X ≤ 8): ✓ (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction) (Leave your answer in fraction)
Rolling two regular six-sided dice, and let � represent the sum of the two numbers the dice landed on.
A) How many possible outcomes are there in the sample space? 36Correct
B) Find �(�=1): 036Correct (Leave your answer in fraction)
C) Find �(�<2): (Leave your answer in fraction)
D) Find �(�≥7): (Leave your answer in fraction)
E) Find �(7<�≤8): (Leave your answer in fraction)
Definition Definition For any random event or experiment, the set that is formed with all the possible outcomes is called a sample space. When any random event takes place that has multiple outcomes, the possible outcomes are grouped together in a set. The sample space can be anything, from a set of vectors to real numbers.
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