Number, NAPX-p116746v01
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
Variant 0
DifficultyLevel
366
Question
Which set of coins shows the same amount of money as the coins above?
Worked Solution
Coins need to add up to:
$1 + 50¢ + 20¢ + 5¢ = $1.75
Consider the 2nd option:
50¢ + 10¢ + 10¢ + 50¢ + 50¢ + 5¢
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2_1.png 420 indent vpad
Which set of coins shows the **same** amount of money as the coins above? |
workedSolution |
Coins need to add up to:
$1 + 50¢ + 20¢ + 5¢ = $1.75
Consider the 2nd option:
sm_nogap 50¢ + 10¢ + 10¢ + 50¢ + 50¢ + 5¢
>>||
|-|
|= 175¢|
|= $1.75|
{{{correctAnswer}}} |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2b-768x141.png 420 indent vpad |
Answers
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
Variant 1
DifficultyLevel
364
Question
Which set of coins shows the same amount of money as the coins above?
Worked Solution
Coins need to add up to:
50¢ + 10¢ + 10¢ + 50¢ + 50¢ + 5¢ = $1.75
Consider the 1st option:
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2b-768x141.png 420 indent vpad
Which set of coins shows the **same** amount of money as the coins above? |
workedSolution |
Coins need to add up to:
50¢ + 10¢ + 10¢ + 50¢ + 50¢ + 5¢ = $1.75
Consider the 1st option:
sm_nogap $1 + 50¢ + 20¢ + 5¢
>>||
|-|
|= 175¢|
|= $1.75|
{{{correctAnswer}}} |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-07-v2_1.png 420 indent vpad |
Answers