30144
Question
{{name}} purchased one {{item1}} and two {{item2}} at the sale price.
{{image}}
Approximately how much did {{name}} save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on {{item3}} |
= {{origprice1}} − {{discountprice1}} |
|
= ${{total1}} |
|
|
| Savings on {{item4}} |
= {{origprice2}} − {{discountprice2}} |
|
= ${{total2}} |
|
|
| ∴ Total savings |
= {{total1}} + (2 × {{total2}}) |
|
= ${{total3}} |
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
Variant 0
DifficultyLevel
553
Question
Raphael purchased one Fila PLR Polo and two Babolat UK Country Tees at the sale price.
Approximately how much did Raphael save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on polo |
= 58.00 − 43.50 |
|
= $14.50 |
|
|
| Savings on tee |
= 34.00 − 27.20 |
|
= $6.80 |
|
|
| ∴ Total savings |
= 14.50 + (2 × 6.80) |
|
= $28.10 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| item1 | |
| item2 | |
| item3 | |
| origprice1 | |
| discountprice1 | |
| total1 | |
| item4 | |
| origprice2 | |
| discountprice2 | |
| total2 | |
| total3 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var1-r.png 900 indent vpad |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
553
Question
Lola purchased one Fur Hood Parka and two Hooded Gillets at the sale price.
Approximately how much did Lola save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on parka |
= 105.00 − 55.00 |
|
= $50.00 |
|
|
| Savings on gillet |
= 75.00 − 39.20 |
|
= $35.80 |
|
|
| ∴ Total savings |
= 50.00 + (2 × 35.80) |
|
= $121.60 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| item1 | |
| item2 | |
| item3 | |
| origprice1 | |
| discountprice1 | |
| total1 | |
| item4 | |
| origprice2 | |
| discountprice2 | |
| total2 | |
| total3 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var2-r.png 900 indent vpad |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
553
Question
Aly purchased one pair of Otik Workboots and two pairs of Ariana Buckle Boots at the sale price.
Approximately how much did Aly save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on workboots |
= 79.99 − 39.98 |
|
= $40.01 |
|
|
| Savings on buckle boots |
= 49.99 − 24.98 |
|
= $25.01 |
|
|
| ∴ Total savings |
= 40.01 + (2 × 25.01) |
|
= $90.03 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| item1 | |
| item2 | pairs of Ariana Buckle Boots |
| item3 | |
| origprice1 | |
| discountprice1 | |
| total1 | |
| item4 | |
| origprice2 | |
| discountprice2 | |
| total2 | |
| total3 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var3-r.png 900 indent vpad |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
553
Question
Rudolf purchased one Asics Travel Polo and two pair of Asics Shorts at the sale price.
Approximately how much did Rudolf save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on polo |
= 85.00 − 59.50 |
|
= $25.50 |
|
|
| Savings on shorts |
= 35.00 − 22.00 |
|
= $13.00 |
|
|
| ∴ Total savings |
= 25.50 + (2 × 13.00) |
|
= $51.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| item1 | |
| item2 | |
| item3 | |
| origprice1 | |
| discountprice1 | |
| total1 | |
| item4 | |
| origprice2 | |
| discountprice2 | |
| total2 | |
| total3 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var4-r.png 900 indent vpad |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
553
Question
Anton purchased one pair of Adidas gloves and two pairs of Adidas shin guards at the sale price.
Approximately how much did Anton save compared to the normal price for his three items?
Worked Solution
|
|
| Savings on gloves |
= 25.00 − 17.50 |
|
= $7.50 |
|
|
| Savings on shin guards |
= 20.00 − 14.00 |
|
= $6.00 |
|
|
| ∴ Total savings |
= 7.50 + (2 × 6.00) |
|
= $19.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| item1 | |
| item2 | pairs of Adidas shin guards |
| item3 | |
| origprice1 | |
| discountprice1 | |
| total1 | |
| item4 | |
| origprice2 | |
| discountprice2 | |
| total2 | |
| total3 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var5-r.png 900 indent vpad |
| correctAnswer | |
Answers