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
U2FsdGVkX18zsYzkDMoowCZV4adlRJ1mUCSP+GV66iAZ3WBCvD59ejLE53GxpyWVJYlxhB/f70nsJDIEMyvclYxoOSdVVd9vaRw6yt4tQQ/NKE2ogVVnOkOanSzZyGDnZkawAdbI5Jspy/hhXmnow4T9S9iyADPcdWZFMVtEbz5mtZ54TKKciR7SVzt20SrtA2qB0x+EISgHVmllTGcc+h9gUaayaPYNZHJSptY7gBGIv9nnCPZGvyAbQoMN97iuSOrMqLmeQYMZcBDYnIiNCcV6vYGjTNSeSF7Yw8W3TQQUbAPYIqM2qg1b7yA7/dMTbMnrD+IubOl+SsQX24U2ud5sa/T5VvgEA3TYgdIUOwbhQX316kwNypseaONdA3wBrJMkM8Wm/8ukrszh7qybl2T9QEeAG5WyevhGhgeQZu9iCkR9WHDXKra+xgBNS3DnU1sNpzbK6zRrPu4zqL39m/ZgFPhXu2rEvFM0GNhkiQ3mI8mbeeI6usZLnUNBITWAUthZhUvrpsIuR/Hwnvm/fM12vVU9loW6AwdNLxLcdWqvU1hcppvLdjGxaYm668MEYzZZbi/pQE3iQtTj+l33Y1GyOHQLUv+s6JYRH7oD8N0ec+IJ4BPqhN5v6j+Qjcf5Fhl6he/9MWEf1k9AnmKsvscwu0mtb666ejrjJa01WRujXgmyMJ4B5ZlW4KXEBvtdWVUYnEZwP5avgVmS6+Z1wH9NFW5TkrgfJzwMDLYz7XMHs4IF2JVfK6giOwMpL5aUFSeyLv6EFS7pESq4YVfVXST/JHkmvL/XUiwNmH41F5h75NLFvxm70PQLYXt8uoIJme+4oEfDSe/fpw3mBrq+TcuQFUXK9SHDfT2Q2irVaLYbHpWOeNqIduihNADHH244p3agv/em14Rv7VeniF+kqdTIMkHY7MyMV28yaAcPvmHFxIpOaMRkiw8ATO211b3J/f9JIBIXG9QZsIYnC9JWtuvDDiQv3o/OGnZ/2LC1OCCj0XXwo1B1HYwf0oYL6ZdlIOOK90DCjEX0GAYYi8Zaa/4xuAahPygs7UCgHRKkssANmbfZ7vQwEpcMWSIVZNvcD7qUp1SrGyS3U9aXT80IxkFZGM+6jGKXwhLcn5JroxS8+9Bbr6nQBnU9dVg0aD/Y6R6Tkut8ShMcFgvwUxfthsr8XNDRGIc6SQhqa+OXLXnQaCvuHa8A4zXVEPxLlM12gxTnmCXCOk+Ulm2aTU1uFFCH9DeNkQH/Wg5WIJBtDDt33W9PNy/4SGwxYtfFi0Tysp7UgLLvicWhFxzzQROCyMsdYAzexcs1u3MbV70/9p8a6qsbMhkCIFg3UCWyo5hqvUX6d+w8faKEXZsHorP2l9EB02kjHTXJo3va287fg9qaxTl0gFmhUqAETmGvNpXnsh8FgEeh7356CL/Oy2C1PgkA99ouVoCdHYGfcRf5rji3an3bz2NqRdX1VZIeXAUX6eJ6N5krm/TVBdMAxrnu3NMJJIdjZEq7gJnq4Oz9+N4XY5SCbqQwQ5hTmMGHMNMNHd75O63eWzz5e/Ib9qH7KzdW7LFMBg0enO9ciIfP+VkF9IHo1xvkkBKe/EjqznaneJAQV1IEN1isg0Q+484JQTkjHCSeT9RoHTVzHzs8grY/9c4PY09kGYZIYMxDCZ9x9mtL38jz5fucRo2UfRptrQF3x+lNLCi3XEG5Vlt3ikeuhibJ22vue2/JCJF2mQRp69bpRxu0RktKnppE7W2y9IjSMOVuIsszU50Z7E/VEMaJqiUCKWdC/hRv0nOt0+kOhdl4h8ZcgRfGMwycodXMNephv8lpHkGEVkJthsbANIrRpd8f0duzL/3rWan58WSHt0TuEaT5ohJhdkPM/pqHTpgUbphoqJlYWtF5gtfqNCNZ3doNvdTwK3LpO4dPA24Tqvd8pTKX+3VxP1AXRIL6L8OdRTcWR2OUVQiMEf2JckA2pruRWX7dVMNg+nnr40n9KVKpkQ25L8jYofntmJUVUTkkx/pjAek6hgqUOfbWckD+2ZNIHQar7ziop+YyXMQXJFE1dy3cKLpuo5kuGfhBykDeoGs2K0ldY8ndFfC11o8NPv4UNoK/C66RndEeO7wEYAiS6ZeNhHjQ8FpyTv3ynbb3MNtYn3qGdJalYfwSBaGzLlatCsyIJmiiC4JiQ+RFdDjio88cmq4/BaFRzx6qZ0pLoluXAK4iJdBVhW8B3rndDrfCovQ3nnwaiQVTjHQI2cETifiFEfqzuJ8DkZ5KXHmGg+AuYsSJscTC/9OJUKLmiphBsU5CZ4k4eAoy7VAOXxGRRArFT6vGY8S711B8NDPjfPMPpUi16HlDS5h5xsbQJCWApqdkJEveSGFMsKjX+jq/XHP/tDebTmbxuagzqFfYzbh20Q98xyoN0nt2FtzLT3M3sfJtQU1VLlumRQPug0nDCnaL8WA/3HMxSQz+5JGNFrDSTyZQ2lE/DjwXaz7feaxlCKW/BuAjlQ3TLOpFIe3iZehDHGJgQx0nSu6N7RFf+/MecS8hKs3QigbLUicR5iOk1S5FT7E622mPGikLuDUNrl+/6Ib+KsOBXdRFEw9RlXOKrmUr96LBlGQeIVopRP74bro9fkAex+j8YNfjJh+a+bO2OdIGz+Tg1ANiyw==
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