Question 15392: Gail, Gus, Greg, Gordon and Gabby each had a guppy that had babies. Gail's guppy had 16 babies, Gus' guppy had 11 less babies than Gordon's. Greg's guppy had 15 less babies than Gabby's and 3 more than Gus'. Gabby's guppy had 3 dozen babies. How many babies did each guppy have?
I cant for the life figure this one - Brain Stump!!
Answer by rapaljer(4671)   (Show Source):
You can put this solution on YOUR website! Well, it appears that this is a tongue twister, intimidating more than difficult. Start at the beginning.
Gabby's guppy had 36 -- Given
Gail's guppy had 16 -- Given
Gus's guppy = Gordon's guppy - 11 We'll come back to this one!
Greg's guppy = Gabby's guppy - 15 = 36 -15= 21
Greg's guppy = 3 more than Gus, so
Gus's guppy = 3 less than Greg's = 21 - 3= 18
Go back to Gus and Gordon:
Gus = Gordon -11, so
Gordon = Gus + 11 (where Gus = 18)
= 18+11 = 29
Does that do it??
R^2 at SCC
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