30144.1
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
Variant 0
DifficultyLevel
534
Question
Brandon purchased one Lacoste Big Croc Tee and one Fila PLR Polo in a sale.
How much does Brandon save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Big Croc Tee |
= 70 − 49 |
|
= $21 |
|
|
| Savings on Polo |
= 58 − 43.50 |
|
= $14.50 |
|
|
| ∴ Total savings |
= 21 + 14.50 |
|
= $35.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Brandon purchased one Lacoste Big Croc Tee and one Fila PLR Polo in a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var1-r.png 900 indent vpad
How much does Brandon save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Big Croc Tee | = 70 $-$ 49 |
| | = $21 |
| | |
| --------------------: | -------------- |
| Savings on Polo | = 58 $-$ 43.50 |
| | = $14.50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 21 + 14.50 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
520
Question
Gagadeep purchased one Lacoste Big Croc Tee and one pair of Lacoste Novak Shorts in a sale.
How much does Gagadeep save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Big Croc Tee |
= 70 − 49 |
|
= $21 |
|
|
| Savings on Shorts |
= 80 − 56 |
|
= $24 |
|
|
| ∴ Total savings |
= 21 + 24 |
|
= $45 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Gagadeep purchased one Lacoste Big Croc Tee and one pair of Lacoste Novak Shorts in a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var1-r.png 900 indent vpad
How much does Gagadeep save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Big Croc Tee | = 70 $-$ 49 |
| | = $21 |
| | |
| --------------------: | -------------- |
| Savings on Shorts | = 80 $-$ 56 |
| | = $24 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 21 + 24 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
528
Question
Chablis buys her daughter an Ella Coat and Fur Hooded Parka at a sale.
How much does Chablis save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Ella Coat |
= 87 − 44 |
|
= $43 |
|
|
| Savings on Parka |
= 105 − 55 |
|
= $50 |
|
|
| ∴ Total savings |
= 43 + 50 |
|
= $93 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Chablis buys her daughter an Ella Coat and Fur Hooded Parka at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var2-r.png 900 indent vpad
How much does Chablis save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Ella Coat | = 87 $-$ 44 |
| | = $43 |
| | |
| --------------------: | -------------- |
| Savings on Parka | = 105 $-$ 55 |
| | = $50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 43 + 50 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
532
Question
Connie buys her daughter a Hooded Gillet and a Crew Neck Sweat at a sale.
How much does Connie save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Gillet |
= 75 − 39.20 |
|
= $35.80 |
|
|
| Savings on Crew Neck Sweat |
= 45 − 23 |
|
= $22 |
|
|
| ∴ Total savings |
= 35.80 + 22 |
|
= $57.80 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Connie buys her daughter a Hooded Gillet and a Crew Neck Sweat at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var2-r.png 900 indent vpad
How much does Connie save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Gillet | = 75 $-$ 39.20 |
| | = $35.80 |
| | |
| --------------------: | -------------- |
| Savings on Crew Neck Sweat | = 45 $-$ 23 |
| | = $22 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 35.80 + 22 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
529
Question
Rebecca purchased one pair of Otik workboots and one pair of Carina Square Toe Ballet shoes at a sale.
Approximately how much does Rebecca save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Otik Woorkboots |
≈ 80 − 40 |
|
≈ $40 |
|
|
| Savings on Ballet shoes |
≈ 20 − 10 |
|
≈ $10 |
|
|
| ∴ Total savings |
≈ 40 + 10 |
|
≈ $50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Rebecca purchased one pair of Otik workboots and one pair of Carina Square Toe Ballet shoes at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var3-r.png 900 indent vpad
Approximately how much does Rebecca save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Otik Woorkboots | $\approx$ 80 $-$ 40 |
| | $\approx$ $40 |
| | |
| --------------------: | -------------- |
| Savings on Ballet shoes | $\approx$ 20 $-$ 10 |
| | $\approx$ $10 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | $\approx$ 40 + 10 |
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
534
Question
Dale purchased one Asics Travel Polo and one pair of Asics Shorts at a sale.
Approximately how much does Dale save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Polo |
≈ 85 − 60 |
|
≈ $25 |
|
|
| Savings on Shorts |
= 35 − 22 |
|
= $13 |
|
|
| ∴ Total savings |
≈ 25 + 13 |
|
≈ $38 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Dale purchased one Asics Travel Polo and one pair of Asics Shorts at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var4-r.png 900 indent vpad
Approximately how much does Dale save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Polo | $\approx$ 85 $-$ 60 |
| | $\approx$ $25 |
| | |
| --------------------: | -------------- |
| Savings on Shorts | = 35 $-$ 22 |
| | = $13 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | $\approx$ 25 + 13 |
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 6
DifficultyLevel
536
Question
Pele bought a pair of Shin Guards and one pair of Adidas Gloves at a sale.
How much did Pele save, in total, off the normal price of these two items?
Worked Solution
|
|
| Savings on Shin Guards |
= 20 − 14 |
|
= $6 |
|
|
| Savings on Gloves |
= 25 − 17.50 |
|
= $7.50 |
|
|
| ∴ Total savings |
= 6 + 7.50 |
|
= $13.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Pele bought a pair of Shin Guards and one pair of Adidas Gloves at a sale.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q35_var5-r.png 900 indent vpad
How much did Pele save, in total, off the normal price of these two items? |
| workedSolution |
| | |
| --------------------: | -------------- |
| Savings on Shin Guards | = 20 $-$ 14 |
| | = $6 |
| | |
| --------------------: | -------------- |
| Savings on Gloves | = 25 $-$ 17.50 |
| | = $7.50 |
| | |
| --------------------: | -------------- |
| $\therefore$ Total savings | = 6 + 7.50 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers