Respuesta :
1 & 2] Total Cost, R Fun & Windy Kite = 4x + 8, & 2x + 20 respectively.
3 & 4] Purchasing 2 kites : R fun has lower cost, and Purchasing 10 kites : Windy kits has lower cost.
Let the number of kites purchased be = x
1] Total Cost of purchasing from Kites R Fun : (Price per kite ie 4) (Number of kites purchased ie x) + Delivery charge ie 8
So, R Fun Total Cost Equation = 4x + 8
2] Total Cost of purchasing from Windy Kites = Price. Quantity + Delivery charge. Price = 1/2 of R price ie = 2, Quantity = x, Delivery charge = 20
So, Windy Kite Total Cost Equation = 2x + 20
3] Purchasing 4 Kites,
- Total cost of R Fun = 4 (4) + 8 = 16 + 8 = 24
- Total cost of Windy Kite = 2 (4) + 20 = 28
As Total cost of R Fun is lesser than that of Windy Kite, costumer should buy from R Fun
4] Purchasing 10 Kites,
- Total cost of R Fun = 4 (10) + 8 = 48
- Total cost of Windy Kite = 2 (10) + 20 = 40
As total cost of Windy kite is lesser in this case, customer should buy from Windy Kite.
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