SOLUTION: Show A and Show B are two of the most popular television shows of all time. The number of episodes of each show are consecutive even integers whose sum is 454. If there are more ep
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Question 966217: Show A and Show B are two of the most popular television shows of all time. The number of episodes of each show are consecutive even integers whose sum is 454. If there are more episodes of Show A, how many episodes of each were there? Answer by josmiceli(19441) (Show Source):
You can put this solution on YOUR website! Let = the number of episodes of show B = the number of episodes of show A
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and
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There are 228 episodes of show A
There are 226 episodes of show B
check:
OK
