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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zLAGFMza2yO8jAyVu654AYrN13OEkBL/lRghqkdijl16X/yj3rMbFUq1
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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9iSr8X/HkIdsjcI60wA9EX54O0QF56uc/b0=
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