1. The population of Hatton is 11500.
If the population decreases by 2%, what is the new population?
 а)  11730;     
b)  11210;     
 c)  11670;     
d)  11270.
 2. A computer costs £1099.
Tom gets a 14% discount. How much will Tom pay for the computer?
 а)  £945.14;      b) 
£1145.14;      
 c)  £945.24;      d) 
£948.34.
 3. A bike costs £412 + VAT. If VAT is 17.5%, work out how much the bike costs altogether?
 а)  £488.70;      b) 
£474.30;      
 c)  £484.10;      d) 
£486.10.
 4. A car is worth £4650.
After an accident its value falls by 38%. How much is it
worth now? 
 а)  £2873;      b)  £2883;      
 c)  £2895;      d) 
£2888.
 5. A holiday is priced at £2118.
World oil prices rise which means that the price of the holiday increases be 7.5%.
What is the new price of the holiday? 
 а)  £2276.85;      b) 
£2278.15;      
 c)  £2266.35;      d) 
£2277.88.
 6. A bank pays 4%
interest each year (this means if you put money in the bank for one year, you
will get 4% of the money extra from the bank). If you put in £70,
how much would you have after 1 year?
 а)  £72.60;      b)  £72.80;      
 c)  £70.80;      d) 
£74.40.
 7. A new car costs £2320 + VAT (17.5%). What is the total price of the new car?
 а)  £2728;      b) 
£2712;      
 c)  £2746;      d)  £2726.
 8.
A new car costs £2320 + VAT (17.5%). Its value decreases by 27%
after one year. How much does the car cost after 1
year?
 а)  £1994;      b) 
£1985;      
 c)  £1990;      d) 
£1970.
 9.
A new watch costs £275 + VAT (17.5%). What is the total price of the new watch? 
 а)  £322.15;      b)  £323.13;      
 c)  £323.25;      d) 
£324.50.
10. A new watch costs £275 + VAT (17.5%). After a year-and-a-half the shop puts the watch in a
sale when the price is reduced by 15%. How much does the watch cost in the sale? 
 а)  £274.66;      b) 
£274.86;      
 c)  £276.34;      d) 
£272.12.
11. A new TV costs £550 + VAT (17.5%). What is the total price of the new TV?
 а)  £644.35;      b)  £646.25;      
 c)  £648.55;      d) 
£642.20.
12. A new TV costs £550 + VAT (17.5%). In the New Year sales, the price of the TV is
reduced by 18%. How much does the TV
cost in the New Year sales? 
 а)  £531.93;      b)  £529.75;      
 c)  £528.80;      d)  £529.93.
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