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Solving Work Word Problems

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Algebra Applications: Work Problems: Time to do alone, Time to do together, ....

See Also: Work: Time To Do Alone
See Also: Work: Time To Do Together
See Also: Work: WorkTimeRelationship

What You Enter
George can wax his car three times as fast as Mary can. Together they can do the job in 6 hours. How long does it take each of them working alone?







What You Get
                                      
Let t = time for GEORGE alone in Hours.
GEORGE's time is 3 times faster than MARY's time.
Let 3t = time for MARY alone in Hours.
Time to do job together is 6 Hours.
 
1   1    1
- + -- = --      Eq #1
t   3t   6 
 
18 + 6 = 3t     Eq2: After multiplying by LCM = 18t
 
 24 = 3t     Eq3
 
      
 3t =  24 Hours     Time for MARY alone.
      
 
     
 t = 8 Hours     Time for GEORGE alone.  Eq. 4




































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Updated July 22, 2009
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