Shin used a doubling and halving strategy to solve 25 times 68. Fill in the blanks in the arrays and the equations to represent
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Factors of 6 are : 1,2,3 and 6.
Let us find probability of getting the number that is a factor of 6.
Now let us find probability of getting a number more than 2 (3,4,5,6).
We can see that these two events are mutually inclusive events. We can find probability of mutually inclusive events by formula .
Now we will find probability of getting the number is a factor of 6 or more than 2 using above formula.
Therefore, our probability will be 1 and this scenario represents mutually inclusive events.