What is the cost of 3 tennis balls and 2 tennis rackets, if five tennis balls cost $56.50 and four tennis rackets cost $200.80?
Answers
Answer: $134.30.
Step-by-step explanation:
According to the problem,
Cost of 5 tennis balls is = $56.50
Therefore cost of each ball= $(56.50÷5)
= $11.30.
Hence, the cost of 3 tennis balls will be= $(11.30×3)
= $33.90.
Now,
According to problem,
Cost of 4 tennis rackets is = $200.80
Therefore cost of each racket= $(200.80÷4)
= $50.20.
Hence, cost of 2 tennis rackets will be= $(50.20×2)
= $100.40.
Therefore, The total cost of 3 tennis balls and 2 rackets will be =$(Cost of 3 tennis balls+ cost of 2 tennis rackets)
=$(33.90+100.40)
=$134.30.