(a) Mr Khan has received his electricity bill. However, he has splashed coffee over some of the entries.
Complete Mr Khan’s electricity bill to find the amount he has to pay. [6]
(b) Mr Khan currently has each of the following bills to pay:
Water bill £234
Gas bill £120
Loan repayment £45
If Mr Khan waits until next month to pay these bills, he will pay a month’s interest on each of the bills. Interest is charged for the month as listed:
Water 2%
Gas 2·3%
Loan 11%
Calculate the total interest Mr Khan will have to pay if he waits until next month to pay these bills. You must show all your working. [5]
Mark scheme (a)
Scheme
Marks
Comments
Number of units 620
B1
Charge for units 620 × (0.)18
M1
FT ‘their 620’, including if not a whole number Award for sight of digits 1116(0)
(£) 111.6(0)
A1
Must be in pounds
(Standing charge) (£ 18) Total charges (£) 129.6(0)
B1
FT ‘their 111.6(0)’ + 18 correctly evaluated
VAT at 5% (£) 6.48
B1
FT 5% of ‘their 129.6(0)’ correctly evaluated, allow rounded or truncated Allow for sight of (£) 136.08 in this box as implying (£) 6.48
Amount to pay (£) 136.08
B1
FT provided at least one of the two previous B1 marks has been awarded
Mark scheme (b)
Scheme
Marks
Comments
If an evaluation is given with incorrect units, penalise A mark -1 on the first occasion then FT
Water interest 0.02 × 234 AND Gas interest 0.023 × 120 AND Loan interest 0.11 × 45
M2
Or equivalents M1 for any 1 or 2 correct methods
Water (£) 4.68 Gas (£) 2.76 Loan (£) 4.95
A2
A1 for any 1 or 2 correct evaluations
Total interest (£) 12.39
A1
Mark final answer, unless clearly stated as total interest FT for the sum of 3 amounts provided 2 of the amounts are correct
Alternative
The alternative method is printed in italics in the mark scheme.
5.(b) Alternative method:
Scheme
Marks
Comments
Water payment 1.02 × 234 AND Gas payment 1.023 × 120 AND Loan payment 1.11 × 45
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