20052
Question
{{name}} pays ${{cost1}} for {{gender1}} prepaid broadband.
The next time {{gender2}} renews this, {{gender2}} decides to purchase extra broadband and pays {{percentage}}% more.
What did {{name}} pay for {{gender1}} broadband renewal?
Worked Solution
10% × {{cost1}} = ${{extra1}}
⇒ 15% × {{cost1}} = {{extra1}} × {{fraction}} = ${{extra2}}
∴ Broadband renewal cost
|
| = {{cost1}} + {{extra2}} |
| = {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
566
Question
Penelope pays $120 for her prepaid broadband.
The next time she renews this, she decides to purchase extra broadband and pays 15% more.
What did Penelope pay for her broadband renewal?
Worked Solution
10% × 120 = $12
⇒ 15% × 120 = 12 × 121 = $18
∴ Broadband renewal cost
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| cost1 | |
| gender1 | |
| gender2 | |
| percentage | |
| extra1 | |
| fraction | |
| extra2 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
566
Question
Bernice pays $80 for her prepaid broadband.
The next time she renews this, she decides to purchase extra broadband and pays 15% more.
What did Bernice pay for her broadband renewal?
Worked Solution
10% × 80 = $8
⇒ 15% × 80 = 8 × 121 = $12
∴ Broadband renewal cost
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| cost1 | |
| gender1 | |
| gender2 | |
| percentage | |
| extra1 | |
| fraction | |
| extra2 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
566
Question
Sanjay pays $160 for his prepaid broadband.
The next time he renews this, he decides to purchase extra broadband and pays 15% more.
What did Sanjay pay for his broadband renewal?
Worked Solution
10% × 160 = $16
⇒ 15% × 160 = 16 × 121 = $24
∴ Broadband renewal cost
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| cost1 | |
| gender1 | |
| gender2 | |
| percentage | |
| extra1 | |
| fraction | |
| extra2 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
566
Question
Cary pays $60 for his prepaid broadband.
The next time he renews this, he decides to purchase extra broadband and pays 15% more.
What did Cary pay for his broadband renewal?
Worked Solution
10% × 60 = $6
⇒ 15% × 60 = 6 × 121 = $9
∴ Broadband renewal cost
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| cost1 | |
| gender1 | |
| gender2 | |
| percentage | |
| extra1 | |
| fraction | |
| extra2 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
566
Question
Olive pays $140 for her prepaid broadband.
The next time she renews this, she decides to purchase extra broadband and pays 15% more.
What did Olive pay for her broadband renewal?
Worked Solution
10% × 140 = $14
⇒ 15% × 140 = 14 × 121 = $21
∴ Broadband renewal cost
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| cost1 | |
| gender1 | |
| gender2 | |
| percentage | |
| extra1 | |
| fraction | |
| extra2 | |
| correctAnswer | |
Answers