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Noone here at work claims to be a math genius and at this point noone can even figure out this guys, kids 5th grade math story problem.

Guy buys a hamburger and a large coke one day for $2.28. The next day he buys 2 hamburgers and a small coke for $4.17. How much does the small coke cost?

What's the answer? What math formula did you use to solve it. Explain your answer. (show your math)
 

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FIRST YOU TAKE 2.28 FROM 4.17= 1.89 THEN TAKE 1.89 FROM 2.28 =.39 YOUR ANSWER.. ALL THE OTHER CRAP IS THERE TO CONFUSE YOU OR IN OTHER WORD MAKE YOU FIND THE SIMPLE ANSWER.... IT`S A LOGIC THING
 

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Hate these freaking SAT questions.... <_<

I concur, we don't have enough info; if the subtraction is made for the 1.89 price, it's still not the accurate price of one hamburger because we are assuming at that point that the cost of the drink is the same.
 

· a.k.a EZC
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Let X = price of hamburger
Let Y = price of large coke
Let Z = price of small coke

So, a hamburger and a large coke for $2.28: X + Y = $2.28 (1)
Two hamburgers and a small coke for $4.17: 2X + Z = $4.17 (2)
Solving (2) for Z: Z = $4.17 - 2X (3)
Solving the (1) for X: X = $2.28 - Y (4)
Plugging (4) into (3): Z = $4.17 - 2($2.28 - Y) (5)
Reducing: Z = $4.17 - $4.56 +2Y (6)
Or: Z = 2Y - $.39

Three unknowns & two equations: can't solve!
 

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QUOTE(EZC @ Sep 30 2003, 11:53 AM)Let X = price of hamburger
Let Y = price of large coke
Let Z = price of small coke

So, a hamburger and a large coke for $2.28: X + Y = $2.28 (1)
Two hamburgers and a small coke for $4.17: 2X + Z = $4.17 (2)
Solving (2) for Z: Z = $4.17 - 2X (3)
Solving the (1) for X: X = $2.28 - Y (4)
Plugging (4) into (3): Z = $4.17 - 2($2.28 - Y) (5)
Reducing: Z = $4.17 - $4.56 +2Y (6)
Or: Z = 2Y - $.39

Three unknowns & two equations: can't solve!
 
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