Set L= {all integers between 1 and 50} Set M = {all integers divisible by 2 and 3} Set N = {All positive, even integers} If Set J is the intersection of the three previous sets, then what is the sum of the numbers in Set J? ANSWER: 216. So let us begin by looking at set L: Now let us find the intersection of Set L and Set M. (Set M is basically multiples of 6) Finally let us find the interection of Set L, Set M, and Set N: There for the sum of the elements in Set J are 6+12+18+24+30+36+42+48= 216.
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Math Problem of the Day ANSWERS PART II
Here are the solutions to The Math Problems of The Day. The problems and solutions shown here come
from a variety of sources and I attempt to vary the difficulty level of
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