How to solve percentage word problem

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How to solve percentage word problem
GCSE exam style percentages word problems
 
GCSE Percentages word problems
 

Cost of the refrigerator: $1500

Discount: $200

Step 1: The discounted price is $1500 – $200 = $1300.

Step 2: Sale tax: 5%

The tax amount is 5% of $1300.

which is 5÷100 x $1300 = $65.

Total cost: $1300 + $65 = $1365.

Therefore, the total cost of the refrigerator at Shop A is $1365.

GCSE exam style percentages word problems

GCSE Percentages word problems

Cost of the refrigerator: $1400

Discount: $250

Step 1: The discounted price is $1400 – $250 = $1150.

Step 2: Sale tax is 8%

The tax amount is 8% of $1150

which is 8 ÷ 100 x $1150 = $92.

Total cost: $1150 + $92 = $1242.

Therefore, the total cost of the refrigerator at Shop B is $1242.

In summary:

The total cost of the refrigerator at Shop A is $1365.

The total cost of the refrigerator at Shop B is $1242.

Based on these calculations, it appears that Shop B offers a lower total cost for the refrigerator compared to Shop A.

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