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(c) A retailer bought 40 toys at €2475 each.
He sold 10 of the toys at €3388 each and sold the remaining 30 toys at a reduced price.
His total sales amounted to €1270.

(i) Write his total profit on the transaction as a percentage of his cost.
Give your answer correct to one decimal place.

(ii) Find the reduced selling price of each of the remaining 30 toys.

(c) The speedometer in a car is faulty. When the car is actually travelling at 57 km/h, the speedometer reads 60 km/h.

(i) Calculate the percentage error, correct to one decimal place.

(ii) If the percentage error is the same at all speeds, at what speed is the car actually travelling when the speedometer reads 110 km/h?
Give your answer correct to one decimal place.

(iii) The driver is not aware of the fault. He calculates that if he travels at an average speed of 80 km/h as shown on the speedometer, he will reach his destination in four hours.
How long, correct to the nearest minute, will it actually take him to reach his destination? (c) A retailer buys an item for €73. She wants to apply a mark-up of 40% of the cost price of the item. She must then add VAT at 21% to this amount to find the price that she would need to charge the customer.

(i) Find this price, correct to the nearest cent.
The retailer adjusts the price charged to the customer so that it is 1 cent less than a multiple of €10, while keeping the mark-up as close as possible to 40%.

(ii) Using this adjusted price, calculate the actual percentage mark-up achieved, correct to the nearest…...

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