SOLUTION: If the ratio of two positive integers is 3 to 2,which of the following statements about these integers cannot be true ?
A their sum is an odd integer
B their sum is an e
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Problems-with-consecutive-odd-even-integers
-> SOLUTION: If the ratio of two positive integers is 3 to 2,which of the following statements about these integers cannot be true ?
A their sum is an odd integer
B their sum is an e
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Question 304770: If the ratio of two positive integers is 3 to 2,which of the following statements about these integers cannot be true ?
A their sum is an odd integer
B their sum is an even integer
C their product is divisible by 6
D their product is an even integer
E their product is an odd integer
You can put this solution on YOUR website! If the ratio of two positive integers is 3 to 2,which of the following statements about these integers cannot be true ?
A their sum is an odd integer
B their sum is an even integer
C their product is divisible by 6
D their product is an even integer
E their product is an odd integer
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E cannot be true. One or both of the numbers is even, which makes the product even.
