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Saturday, March 17, 2007
"MATH PROBLEM OF THE DAY"
Steve bought some apples at a cost of $.60 each and some oranges at a cost of $.50 each. If he paid a total of $4.10 for a total of 8 apples and oranges, how many apples did Steve buy? (A) 1 (B) 2 (C) 3 (D) 5 (E) 6
If X denotes the number of apples & Y denotes the number of oranges then X+Y=8(total number of apples and oranges) since cost of each apple is $0.60 & oranges is 0.50$ and the total cost is $4.10
0.60X + 0.50Y =4.10 =>.6X + .5(8-X)=4.10 =>.6x +4 - .5X =4.10 => 0.1X= 0.1 =>X=1 numbers of apple is only 1 number of oranges is 7
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ReplyDeleteIf X denotes the number of apples
ReplyDelete& Y denotes the number of oranges
then X+Y=8(total number of apples and oranges)
since cost of each apple is $0.60 &
oranges is 0.50$
and the total cost is $4.10
0.60X + 0.50Y =4.10
=>.6X + .5(8-X)=4.10
=>.6x +4 - .5X =4.10
=> 0.1X= 0.1
=>X=1
numbers of apple is only 1
number of oranges is 7
1.
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