Number, NAP_10031
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
Variant 0
DifficultyLevel
333
Question
Here are some sheep in a field.
Which of the following is NOT a way to work out the total number of legs on the sheep?
Worked Solution
|
|
Number of legs |
= number of sheep × 4 |
|
= 4 × 4 |
|
= 16 |
Option 1 = 8
Option 2 = 16
Option 3 = 16
Option 4 = 16
Therefore , 4 + 4 is not a way to work out the number of legs.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some sheep in a field.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/sheep-4-min.svg 450 indent vpad
Which of the following is **NOT** a way to work out the total number of legs on the sheep? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of legs | \= number of sheep $\times$ 4|
| |\= 4 $\times$ 4|
| | \= 16 |
Option 1 = 8
Option 2 = 16
Option 3 = 16
Option 4 = 16
Therefore , {{{correctAnswer}}} is not a way to work out the number of legs.
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
334
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
Number of candles |
= number of cakes × 5 |
|
= 3 × 5 |
|
= 15 |
Option 1 = 15
Option 2 = 9
Option 3 = 15
Option 4 = 15
Therefore , 3 × 3 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/3xcake-5.svg 400 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 5|
| |\= 3 $\times$ 5|
| | \= 15 |
Option 1 = 15
Option 2 = 9
Option 3 = 15
Option 4 = 15
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
correctAnswer | |
Answers
U2FsdGVkX182DvJqN4YcEGuzbUFkfkBH1AkRpx92gezPTZLXS2KSSV5LOau6l+rDiLTz6k4fmKaWGZjJmsbZlLrp3YGjAkxoUkkmpllDnGQgzSL0S0XozB6btqlcfZUfniZOEQ8rWqCztgNtPHXajIXPpo11tGT4tu3FFP8La/nduCljkkue92DW74930aHxjsVMKxCuJcVOykYl2CfrqS3dUyRQ+iT2/ogxYDVLL2+bxUNTE8uCcSZ1byM/ufBrlLZwLXYRYDs+HHub7gF6wLx8T3l0S8XzJnBbNuEoVjoHyJQkNXWKjwRVS+0sIrm3SWye/9OeFI+rjCbqKFVKOR6NWG0TM4zPCB2YesJp4PZFVWmWiu9oSZ7WqaoZLKqZTK+QOAqneQr+InFqtsp56+O+/d3gKYg3iEJIyyj5BwhPFBFIbAd1EpqWcqBc5Ot0x3qf8gPZyJ/s9BcgSIwpxCg5dWe6/uh/opNVyO4feWcMwduxKVhQ9TwGKvh38teixRA+3QdN5TwhkmBxk7Zo5JMhFCoSEreERIYJs2AKUctdy95jjx268FRXntl370UbH6XnwLSW162UApSnAR3oPB8KJh3ZPcQlGwqUbpeolGk87/kFgxvjvSFSl3pqh6wnlIVkehvLHQPsnT6OzTe1B+HD8mrmyQYwjd+cxGewPZqz0pe+T/ccKCmJ/25MHqy8kU6iPPkY5Aj0qCONkukhkfFypTzy+0F5RPhq2C0ccJFrcUPnFmyHn4pJt8iT2P546v2jbUKhelggW61/xm+e0O8/M3edfFwLbaWwVTngF4JcsKMz1XXzVaRRFjvMOCqUN1w8J5sFw4hddMVmMxZAran5qznCu+GQnixmA0XUeuTWvuETMzT5v/E9JiiBLsmNrEP26WPkkBybIW373J/GEBFeRGXvewwi5GQJyGdXstloWct2jly+s2O5dJqT3pfRjieBssxVZYnD3/u1IsMBhmx9uzFu1CztxV1T6zIufZlP0lra+ZFI2MGKtl3nexgq/GU9r3BRc2e5AROxRs6387B/+jQjXiOQxQ1dKURWFx31Arg3aVUQvlrHqRfoPeRXSxaJUkkgEvB1VtJreaTNDahcGZme6UHBKZBFZ4qvK/APVBbwIENTrhNSPPuiQwOcX8R5tW1FOu6EXkgWwOz59xb+DmemQ6at2DEr+QxzVFP6JwjndEUIn94Zy3FwsPI21AGYN90WgxDYjXKs+g3CIbPD0LkEJ7uE2mAOSj+CHvDUajgDY8A7T5XgfG8SKC4yjQlKucKzsaVPPf1Ws15obBJ9snYq4qSBh2n5rT5tgP5/omSquNq7w6QS1Vfk9RO3g0MvlKoSSrsql8zggK+zesrwkhTGvB6f1s+0BICH/5Rs9qTt68jVEgumWqiaX+1TVdX3NtmRzBxk6yGcKaNME8ju+G9cQir9laYkqBmziGFxYvOEC+0JvUY866EEjFBylSw7G/JH538y8DrX97u9zDK9XBz06UcS9BuPscZv7XVhKO9iH5dg9ST9V9FXns0pP/Ay1UiMicITRn9XUUY1ANAEMBn/CAlJDUwq/qxkWzotFkDI0WIn8P2tHHwEoRiTS9J2SZ/ff/4vtfsg0nJDbPHjPh4QM78bpNdPopAvbZEcgUPzzEbL8VD+z/7MhwKm6XfGLCG/lPutkcv/TWAyil37kE0lE5tL0+4u8enN12158p9O6bXcvJypEilWYj2GLGd0fqPHAXS3QgmMeNrcTfxBvhS2TQ3PX+wdJ5gD/cbPXINBiHNb+/oEDB1/+7onnAsm/HgGJLOeftjQbJ0PBUCyyjhYFWEMU3PgWBYSzTmpFk/DMw59fW01vUNMWfL/Cc8A+ULcrT9zQUdVBX4NUK4w5q7+M09ZhRH/qZtU/ASlQr97AiscVWM50MRTtAoCjWx1PAecJRI5jszmMvp1BJKHcW8o5IBifapS6CB/B0fUQLlbZYWN53eBXs93snbhu/4hMfU5oSKadgbeR9ta/6fVtVXfyyQMpM9BvJgpeA8dImX4SRt1SM1F52Xl59LlQqOyPJy5/UncEPkzMLSmZUHlgfELgxsK2yOWItmQfLqtASz8ccJ73DVpZYVONSjpZkCTt2RcmhE+yPu54kl0vtqpVPL9d65acBvhdL6OLXYIKV8oEQUZmZFPaBUraSPVFtEj4saiY0JPgZXyIFyI8id44JUyXKeMG23X+R+Q19lXkKbo7Uz1FrNMMEkTArt1Fq0k7nXQppe0Ai6B39sqZ9hVap1Kh5QuuAmEps1HG+5+15Ra9uQ5n0NWbm80FIrkX9tREuCJ3xfkPPAMyzW+yzXgIJnkyAKmqvcX1iixOTv03+7wK73vA9CksfcCGYmGEVhN0p3oFPs7ISpDysXnq83O3EobL25qlEWTjdEYBqEbAjdrXzHQ/8pPg1C6S/offLYKhd65k9KYHF1rI+SqGUPe/nru1Y6xjXS8gm+l1oJLvZXQNZOw6D0mMayVmnGdxudElCgIiXjzLHE/vCzVgIG4GIxfe8/2LDeSfq8Vp6kragpSwxxLVH0Inu0Xi0jZgj0UFxn+UCk2NGE43rbqIsINvUOwDBv0J9j2Bf3pfaZ4RiwZv8MKaE8iwukbMFJTZ7CodDn9RU4/ppJYA4cftKcZt5r1rC5pvGi6sUvBnbEhRKl/JJXnkZ40UtwI+J/Z6vXFtCH4LSI7AZ1/Ql/R3ydQefpRSVlewGosC0uiN1Nmnuw8ovFQRAeUWFR3ts/Jb6ECK35m8FsCEOP82upDgST56IWfJ4lxj95IosXXdTP5PL4ytj826eIh86fo5e/KQI9+Uv+7H83h8m5BI1pD2WBAfaOjBaUpzCBp5FluglQO1JagoiM+fO2l89V+H9o/eoeCsXJRPc4me7tXp8bPlBWwqVelyb/v50Zu8Yb8VZanCILgBFsZmzsEdknFobYagSavCZdhlU+dsPgBEHsSZgWlZKcN91Eupq7oIqGk52NjSGajx+PHJk21lq0GqDG4KP/f+xCKfLC6vnhNDMxeXEQeqEasiWFH6NdUQs3Bdvf6GvGLeYrBxz0JZy+kcMcU6ro8oL1yPiBTW62ItWzW+doJOI5JTiIhne5zot6Eg+plv8KwIeRtqYQ5LWF+abOQNOo5Gk8o/ANPG2kon6DiG4SsMMPy3SLsjB5O3asJOIWQXB3nW0bFUmuMiHoWKWrpfBUz/W6fvSQCpgLsdmwClbmR2aLaMxaia6Mmvv8Z/ZI+EtLta0qU/w9BoEBfcySo9+tWFxscrGicQiLFR8rR6UjxzCrSrGRwB6BtQeGo0KxnJyAaGIQA0E0iIo5qXiHPzL+HHCwvfVorlKD6KUS+KTa8HBwrkn7wi5UF7Ex/eY2TMAFR9C/C9T3FesjPRxs//IZYuTB+weut8xcMRDJ7UyU0zBgbRziYF+uTVVYEh1xT0HNqeRRt9LW2zBxciZOSQ6qAzzsQmopVBcGhbyBaHgnv6lKbtzUMMoDWP/wnC67S6AJmkB480Vydv77f2wXeqhWEEc3jSqHjDjkYG2UOc0GIVQ7t30LyK8VuJMg3o9y32bVLyc782LIi3fM89JVHGnYcA0V+rm9xFDGL4k8aUVm1yti1ZYV945IV6ghDwyOcgDeJANB9l3srDfEFDkRIq0yPuVX4iyzLXO8rWDxK427KRWnnPgn62no0LMhiZk/cc0vNrqjCShRPyL01kAdlnQvZipBqlgK/jd1316SBqce4mnThddY2I6tCavNn4XU2jIamm/PCrfVpOt2iDmeii9egGa8omWazDqsFYFqPCzECKCRiPk7maA3Cg5fCYvo0q6DeeyNeGoQymDjN8zco5hBAAq6mlDLJWopJuVKwqrXJLdRTLyXrMFzj84CRPiwyh+zOLe7tz+0asdUtqzh2bCKNsCvz6CbW2zMm2v7IprABgppYY0j6JxT4sbEfLHwBjQfg4GfHRw03FZ/9aKgZWQARV1yTmt0PSbbIdb5OZmvW8AYGKErrJcsJ0XSceY3My2MTVs12lMzcuCTriJL7j0jie9GRGkg55KOVJutmvcLxXFN2z0Ion1ygxUrcONhV/qfKB3BiHQUkZ2c13JlHek+UHj5X6lEh8SIvuIyFBgUlWwx6XgEt4wnZMb8DyZoCbm227BLjIQ430gohp2LM8Z7cpYpTvQOWxG4zYSpc52kzjG7j4hblFNyz0ElLE+13vlZAHpi5co9hzWFSRKqyaM4L2vQHjgpAT7jYTQjx9p4B4P46Tzkzb01johBZufGVqVg7j0YKfAdlz+FEdkLdkPCEtN823AAyQbgpWJfe6QgLb+hReYkfKAuOzH5L1pLHwbNQAc1Hj51y8l+2fSXCr+jSfKHg4o1pd/uKz0vt99CldmXFtzQijqqEmlLGgpB9mVi5iM6Nc0L38EH1+LJnr+2ZZfy3AuHe9RyUxTxRm6Y7aokirGtAYPxiIhkzun9ug2dwPQX9NSkxFTcVj+0p
Variant 2
DifficultyLevel
335
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
Number of candles |
= number of cakes × 3 |
|
= 7 × 3 |
|
= 21 |
Option 1 = 21
Option 2 = 21
Option 3 = 21
Option 4 = 49
Therefore , 7 + 7 + 7 + 7 + 7 + 7 + 7 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/7xcake-3-min.svg 300 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 3|
| |\= 7 $\times$ 3|
| | \= 21 |
Option 1 = 21
Option 2 = 21
Option 3 = 21
Option 4 = 49
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
correctAnswer | 7 + 7 + 7 + 7 + 7 + 7 + 7 |
Answers
Is Correct? | Answer |
x | 3 + 3 + 3 + 3 + 3 + 3 + 3 |
x | |
x | |
✓ | 7 + 7 + 7 + 7 + 7 + 7 + 7 |
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
Variant 3
DifficultyLevel
336
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
Number of candles |
= number of cakes × 5 |
|
= 6 × 5 |
|
= 30 |
Option 1 = 30
Option 2 = 30
Option 3 = 36
Option 4 = 30
Therefore , 6 × 6 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/6xcake-5-min.svg 350 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 5|
| |\= 6 $\times$ 5|
| | \= 30 |
Option 1 = 30
Option 2 = 30
Option 3 = 36
Option 4 = 30
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
correctAnswer | |
Answers
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Variant 4
DifficultyLevel
337
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
Number of candles |
= number of cakes × 7 |
|
= 4 × 7 |
|
= 28 |
Option 1 = 16
Option 2 = 28
Option 3 = 28
Option 4 = 28
Therefore , 4 + 4 + 4 + 4 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/4xcake-7-min.svg 550 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 7|
| |\= 4 $\times$ 7|
| | \= 28 |
Option 1 = 16
Option 2 = 28
Option 3 = 28
Option 4 = 28
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
338
Question
Here are some cows in a field.
Which of the following is NOT a way to work out the total number of legs on the cows?
Worked Solution
|
|
Number of legs |
= number of cows × 4 |
|
= 6 × 4 |
|
= 24 |
Option 1 = 24
Option 2 = 24
Option 3 = 36
Option 4 = 24
Therefore , 6 × 6 is not a way to work out the number of legs.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Here are some cows in a field.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/6xcow-1-min.svg 400 indent vpad
Which of the following is **NOT** a way to work out the total number of legs on the cows? |
workedSolution |
| | |
| ------------- | ---------- |
| Number of legs | \= number of cows $\times$ 4|
| |\= 6 $\times$ 4|
| | \= 24 |
Option 1 = 24
Option 2 = 24
Option 3 = 36
Option 4 = 24
Therefore , {{{correctAnswer}}} is not a way to work out the number of legs.
|
correctAnswer | |
Answers