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The sum of two consecutive positive odd integers is between 7 and 17. Which pair of integers does not solve this problem ?? please help me
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so two consecutive odd ryt? So... 7 < x+(x+2) < 17 7 < 2x+2 < 17 Subtract all sides by 2 5 < 2x < 15 Divide both side by 2 5/2 (1.25) < x < 15/2 (7.5) Which pair of integers does not solve this problem ? Any even number between 5/2 and 15/2.. simply bcuz its even x is suppose to be an odd integer ^.^
thanks
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