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Use the following definitions to answer the questions below. O=1+3+5+7+....+99 E=4+6+8+10+...+102 P=1+3+5+7+...+101 a. Without computing each sum, find which greater, O or E, and by how much. b. Without computing each sum, find which greater, E or P, and by how much
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a) To see which one is bigger, subtract O from E. O - E _________\[(4+6+...+102)-(1+3+...+99)=((4-1)+(6-3)+(8-5)+...+(102-99)\]
*subtract E from O If it's positive, O is bigger, if it's negative, E is bigger.
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