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