SOLUTION: In tennis, a player must win 6 games in order to win a set. However, winning 6 games does not guarantee that the player will win the set. If g is the number of games the player won

Question 1165163: In tennis, a player must win 6 games in order to win a set. However, winning 6 games does not guarantee that the player will win the set. If g is the number of games the player won and s is the number of sets the player won, which of the following inequalities must be true?
a. s ≤ 6g
b. s ≥ 6g
c. 6s ≤ g
d. 6s ≥ g
When I was checking the answer I saw that you had to set up the equation as g/6= s but I do not understand why. Why does g have to go on top of 6?
Answer by ikleyn(52927) (Show Source): You can put this solution on YOUR website!
.
In tennis, a player must win 6 games in order to win a set. However, winning 6 games does not guarantee
that the player will win the set. If g is the number of games the player won and s is the number of sets
the player won, which of the following inequalities must be true?
a. s ≤ 6g
b. s ≥ 6g
c. 6s ≤ g
d. 6s ≥ g
When I was checking the answer I saw that you had to set up the equation as g/6= s but I do not understand why. Why does g have to go on top of 6?
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