Number, NAP_10009
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
Variant 0
DifficultyLevel
368
Question
Which of the following groups of coins has the highest value?
Worked Solution
Consider options:
Option 1:
0.50 + 0.20 + 0.50 + 0.20 + 0.20 + 0.10 + 0.10 = $1.80
Option 2:
0.50 + 0.10 + 0.10 + 0.50 + 0.50 + 0.05 = $1.75
Option 3:
0.50 + 0.50 + 0.10 + 0.10 + 0.50 + 0.05 + 0.10 = $1.85
Option 4:
$1.00 + 0.20 + 0.20 + 0.05 + 0.10 + 0.10 = $1.65
Therefore, Option 3 is the largest.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following groups of coins has the highest value? |
| workedSolution | Consider options:
Option 1:
0.50 + 0.20 + 0.50 + 0.20 + 0.20 + 0.10 + 0.10 = $1.80
Option 2:
0.50 + 0.10 + 0.10 + 0.50 + 0.50 + 0.05 = $1.75
Option 3:
0.50 + 0.50 + 0.10 + 0.10 + 0.50 + 0.05 + 0.10 = $1.85
Option 4:
$1.00 + 0.20 + 0.20 + 0.05 + 0.10 + 0.10 = $1.65
Therefore, Option 3 is the largest.
{{{correctAnswer}}}
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2d-768x122.png 480 indent vpad |
Answers
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
Variant 1
DifficultyLevel
370
Question
Which of the following groups of coins has the smallest value?
Worked Solution
Consider options:
Option 1:
0.50 + 0.20 + 0.50 + 0.20 + 0.20 + 0.10 + 0.10 = $1.80
Option 2:
$1.00 + 0.20 + 0.20 + 0.05 + 0.10 + 0.10 = $1.65
Option 3:
0.50 + 0.50 + 0.10 + 0.10 + 0.50 + 0.05 + 0.10 = $1.85
Option 4:
0.50 + 0.10 + 0.10 + 0.50 + 0.50 + 0.05 = $1.75
Therefore, Option 2 is the smallest.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following groups of coins has the smallest value? |
| workedSolution | Consider options:
Option 1:
0.50 + 0.20 + 0.50 + 0.20 + 0.20 + 0.10 + 0.10 = $1.80
Option 2:
$1.00 + 0.20 + 0.20 + 0.05 + 0.10 + 0.10 = $1.65
Option 3:
0.50 + 0.50 + 0.10 + 0.10 + 0.50 + 0.05 + 0.10 = $1.85
Option 4:
0.50 + 0.10 + 0.10 + 0.50 + 0.50 + 0.05 = $1.75
Therefore, Option 2 is the smallest.
{{{correctAnswer}}}
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2c-768x153.png 400 indent vpad |
Answers
