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
