30249
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
Variant 0
DifficultyLevel
536
Question
Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
Worked Solution
|
| = 0.50 + 0.20 + 0.10 |
| = $0.80 |
∴ Total as a proportion of $1.00 = 0.8
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q8_var0.svg 350 indent3 vpad |
| part2 | Expressed as a decimal, what is the total value of these coins as a proportion of $1.00? |
| solution1 | sm_nogap Total value of coins
> > | |
> > | ------- |
> > | = 0.50 + 0.20 + 0.10 |
> > | = $0.80 |
$\therefore$ Total as a proportion of $1.00 = 0.8 |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
536
Question
Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
Worked Solution
|
| = 0.20 + 0.20 + 0.10 + 0.05 |
| = $0.55 |
∴ Total as a proportion of $1.00 = 0.55
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q8_var1.svg 400 indent3 vpad |
| part2 | Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
|
| solution1 | sm_nogap Total value of coins
> > | |
> > | ------- |
> > | = 0.20 + 0.20 + 0.10 + 0.05 |
> > | = $0.55 |
$\therefore$ Total as a proportion of $1.00 = 0.55 |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
536
Question
Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
Worked Solution
|
| = 0.20 + 0.20 + 0.50 |
| = $0.90 |
∴ Total value as a proportion of $1.00 = 0.9
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q8_var2.svg 350 indent3 vpad |
| part2 | Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
|
| solution1 | sm_nogap Total value of coins
> > | |
> > | ------- |
> > | = 0.20 + 0.20 + 0.50 |
> > | = $0.90 |
$\therefore$ Total value as a proportion of $1.00 = 0.9 |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
540
Question
Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
Worked Solution
|
| = 0.20 + 0.05 + 0.05 + 0.10 |
| = $0.40 |
∴ Total value as a proportion of $1.00 = 0.40
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q8_var3.svg 450 indent3 vpad |
| part2 | Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
|
| solution1 | sm_nogap Total value of coins
> > | |
> > | ------- |
> > | = 0.20 + 0.05 + 0.05 + 0.10 |
> > | = $0.40|
$\therefore$ Total value as a proportion of $1.00 = {{{correctAnswer}}} |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
538
Question
Expressed as a decimal, what is the total value of these coins as a proportion of $1.00?
Worked Solution
|
| = 5 + 5 + 5 + 20 + 50 |
| = 85 cents |
| = $0.85 |
∴ Total as a proportion of $1.00 = 0.85
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| image1 | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/RAPH-Q8_var4.svg 350 indent3 vpad |
| part2 | Expressed as a decimal, what is the total value of these coins as a proportion of $1.00? |
| solution1 | sm_nogap Total value of coins
> > | |
> > | ------- |
> > | = 5 + 5 + 5 + 20 + 50 |
> > | = 85 cents |
> > | = $0.85 |
$\therefore$ Total as a proportion of $1.00 = 0.85 |
| correctAnswer | |
Answers