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Write the given situation as an equation or inequality and then solve it. The local amusement park sells summer memberships for $50 each. Normal admission to the park costs $25; admission for members costs $15.
A. If Darren wants to spend no more than $100 on trips to the amusement park, how many visits can he make if he buys a membership with part of that money?
B. How many visits can he make if he pays normal admission instead?
C. If he increases his budget to $160, how many visits can he make as a member?
D. How many can he make as a non- member with this increased budget?

Respuesta :

SapphirianDiadem
A. 100 = 50 + 15x
     50  = 15x
     3.33 = x
He can go 3 times, with 5$ remaining. 

B. 100 = 25x
     4    = x 
He can go 4 times on normal admission. 

C. 160 = 50 + 15x
     110 = 15x 
      7.33 = x
He can go 7 times, with 5$ remaining. 

D. 160 = 25x
     6.4  = x
He can go 6 times, with 10$ remaining. 

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