Number, Raph12-49/50
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
Variant 0
DifficultyLevel
482
Question
A fruit stall sold half of its pineapples in the first hour at a market.
It then sold 9 more and had 3 pinepples left to sell.
How many pineapples did the stall have for sale at the start of the day?
Worked Solution
Working backwards:
Add the 9 pineapples sold to the 3 that were left
→ 12 pineapples after 1 hour
→ 12 pineapples were half of the starting number
∴ Pineapples for sale = 12 × 2 = 24
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A fruit stall sold half of its pineapples in the first hour at a market.
It then sold 9 more and had 3 pinepples left to sell.
How many pineapples did the stall have for sale at the start of the day?
|
workedSolution | Working backwards:
Add the 9 pineapples sold to the 3 that were left
$\rightarrow$ 12 pineapples after 1 hour
$\rightarrow$ 12 pineapples were half of the starting number
$\therefore$ Pineapples for sale = 12 $\times$ 2 = {{{correctAnswer}}}
|
correctAnswer | |
Answers
U2FsdGVkX18jYKl5kCWMFzPxDOVnNuTH23JWGO/MXgQZeZVAKCIoZ5XlT9TEPmrk+vsXu+BI0z5cOtiqGDN7oXpKk+2GUwfIkJEAL9bXoGu+5/eU5r0XtTQI3Jpfe4TCkEKSpq8Tpgx7cyF5PLtTABSoXq7L7tSRqJ7V4rVCP5/cM2QHSr9S/S8lBbvoqJB/SDVhYse3bDSNaGkNFsP9DdmcMyVnBZLh7G0bGfM0pYrrpZFbHFlmiXvBfcpBF+5JbtestGOXXCqZsLH7Z4C/pSjjgeFqpoqw7pqglmezadsnG+3LwEDWkqBg7vttqdhNddachXZV3RjKTduRDreFeVR9iVb93vtGpmxSsrRgTO8TAUUfVXNMNBNtgRz6gCP+V/cSaIOGKwRko6k1pxVKn0k95sGMdKfiAt+uaU+NFZz+dXozOdhVcUDCcDn0eMnRI4bQAB3iZEpdvGfo0Gm0wr6Lg+s//E6rEHyws/znMt8RUcCi+/FKlMpRnXZALl9Db+mSNBJ9KHCmETII9rGvurOG7ruX6rru/sdEQE5M77MHuVOZlWUbSfMdn2tgVVSAc4sHTZRD52/l3tlkdjwFy/QzUq5YBE50ZdeKUwBDprvTPrQQC/g6kRl1jvZ8e1CgWvn92qiVCEsJzZEXVxULyYhwT2buMgdFmnvkpezirULzVdaGZ/4NAKxcodRSvVy+5Z5a1nsug34GwQ1s7eCytMb1FSu0pYRRU/TAx9J4r0oA/FG3FoCV5ljuT68UUuo7y2ED0g5nIL2+HDZfyoRhk4bQi3wVQQgMcQhJvkswLLeO5Q7lgbjDD+o08SRM3tIft64+xA+FIJRHgdeVSOy/wzrlA9XQIjzQLv8i7DHK7jBMnsrGsgN8Zx8QkFj2aIKVEul7VTBO91weKW6NW/UzJmlp5tj+bZKJRD9tdc7PTw1wA7AjAnAmUjJV+O9L/ZXrH2FLwBBtAUIgjADZx7AF4qPLYZ4+gO4/Q0f71A3hvvMOEPNoJ4q18SQ+By7Z7fqU4GF+1mCa4s8YbHdJQH1xZjPb5f5yGPjwbJ2Rqq5uOD9J4BhHimxsHctUb6A8ttIH2PxNeJeew2Z6xiomf5k6B4vmiO9QaBQG3OQLxKeT2MhQl5b8ntOpOru1Owx1CgNLJTix2JJjdZ01Nty+77i1piBSjPBseRhyoxuwNOE/vRqKHCPLuma0NUWPxbxaIO8eQv26f4tIQF0TCfj9dP5d+0UXuXqo8tH98McIGsclMX0MbogRYDscZQvVEn+bNmmycyQPKmDa6+pyHGTwAU/Iv9WERkPccsP3U3zEKsGb+6zLKpLWDTTxAXNTH86WzJOkLobrX1snR1vsS474D5lE8s81fD4n6Rt8NXBPVyMykOn2O8NU2U1pTShBML7oyLOij8lBSmKCgJOuLDnr+JiI8V5keMroTnR77wiuZ78V4vtMlzSuGxYpU16EUYT7ciYgaU59tkWVzG2IFxjXrV0MWK0cC7jUReT9VOVGoAP+DdMFETrDnjLvYtmRJHtCP5oYlTCiERfJeN2jb6ishQfMiaDwADASSglPFTk1jRWkcg8n1iyPAxMoGJyAFaWkse7Q9AvHaIJKsXXBRAw23fjWTG3jA/BSFVJjs1ZNnLC33juPixhsOzbH8ENbNXqmFoNRVlFrv0lo8TCiXQplpbHNpKLXszITvpwaE+q268cYYW6GvE0oiWhddxXhC3wjOR0Ei9AeYRAcHJ8FNTUuQg7JOZ/8W/E9zo6JUPjfV2PvXYQJ+4osqN//hsqXKQXYDaxg9sGykSljXQ9npev0CNx12n6JcxNiXXGPvUiqqO5X/gEAq7khRTeW4xAXbCAu6KCcsq8W40RGWfKJjxHkmDhpa16PLgxNiyob83Dm/TgPHENNL4Xb48V5KRgu3AwFjukkepLUyfLEyDYgi+yye/iBFOH9XYQjo+ZXvrxoL9JC8uU0fhZ9nyOqsT/qClc5VLk9+Nl0W+KXv0LoEDNt67gJbLllWTi0xykNwd24DkVKkjXrGhYZixiXlFgJ211wHI0khuNb4tl7m8ZtSqcxMLf83vqcWERJeVtI/gPBk6anly/QDwjecYEIt/b/210Xta4M2jSfbYO9Ddbd9TYivppdddnoThJUCSHxXdNp+LkCRTcPcy2jp/wpq4pGvve8eCzANn0JZgzfKws2xcYR2zUA/IYQRX0TkTCbDotuTV/GF0/zj64ni812xxKR17o8xc3ZCC5ZEFnhUcAUHuTRnr4LXT5F2eeZiqPPwp5z9boOjgUbWJqlgT6/MG+x60AGiwnIpqtGx3Fz7E9dhOHNovrOSbJjb8PWENVX+GRx21bGLlg4eVOBlVxPsuW5SXMjwNJN0ztu+R+rvjkSFulLqjSRuaRuF9OzFH+CQqDhJH24dqlbcTICDiGNCe1KxqHiIi8y8a7OsU+L5QvxE6qBr3GafPoV5bOKUBfKH7VgdFHeSgcVJsXzGU1L1NeeeaWaZOxjpVwTJWgiBiXct5NHFyyx4Q0Hb/vt0X7P4jofl2rHtNZ3PjXMU7X9QP/hqu7qopn9fF9XrZupwdPPX1loGsM86V91VkOM86XOfIp+9fVC22SqG936XZ02LPFE7IMowmXrysPO3IQxRibE41yY6ulbyp7tRZIpNlY9sT9BnVhipEfXRUpDGRv/XMgJydKP9f2v1cOBr7C9S2f3wbfI+smEC9eonoKIhrW4H7tyjVnRMJ8Dqdn+xvKnB0BICleNztoPWeCyPeb3VVZnUfeRmqQGBZdRXYskrsWgT6zT0ZPYqA64XfrVOWZ+WJirXZV4u3U1KgWGfTDG4De0zuJAxF3Pd7MsuA26Fw6rp8Xl38tgfTJ6SRY/Bn+DRCeO/+3tmu0mlnYBTG+7qTflsQ8sHXlYuQfVcLBjIsC8cKPvGOy93ElB7FD/tftWuigb6kve/gMrm5oh7k60I3jJawmEkopix9AKh+A3vN12O4OFh15yfYbk/udO3szTnHmEoiRdeY0367RYIgbfW+CGf/kERz6ROUrWaFl7RHE28cw2A4V7G7EdVyiDo+dggMGopp482LSBg7SxFCdBfbfzRW+8dQYhCa+t0Wf9/MAo7Rv7RxXFrK/x7e/2rUSGKnh6nb4eePwTfZwxot1oVK3EnMMKK6rpCCmvqYLwQrjqWEtATCa7Lsufo8sdbS7hYjRSTpqHvhJtT0X3pdJ9TQ2ooF+yxjaiA6lxZklXc9ydNKyEjcZ0UGLTJNAV1Lt8vHLr+dIaymm9Szib3VsZ30Qvfsl5MmJW7mV0Lm8opJjqR0IvFjHV8BFFtBOZoskSgSEIEN4Qb8PuqEs9scv7KnJywstNZQSH9SMOrvwQVVpCQ6JpLGmCiFUGhvN/TG8lei7pNoWwoGFqKAabToam1pv5btbrG/q4uukepgbPxUQr6hhlYhX0r3GkEnDZexxskjJzaZmfkKA6vutWwvsNMF+JHPqJ4quBwqvC0abuSwQaVQ18ctBgPYqycUMnhCNb4BYlLQX0g/kOxXiRkDh1zx+GwjWN4yf9bmuASCL3LnlCvTVkEF+8BFerL9/J9CZwyzBMK5zT0O5uDCAzAaV7x++XqapxMepbm8FLFFdc0XlMU6kCHn30m3g7NyMUA+ACXtM9ZZ+Ts1gBseyssyr/4LQZmDDNnhDASkoqSslDkMv6M7b3qq3MI5h9emj+8r7I0ENCO+S9cNOTqoTMfwPJ0odMxgDociyjjkRUYyMtterIu8+E5nhGw1WqXmcrwfDg2xk9n8h5jm8ufr0voGmItRBrfgZNSzUzPK0kKlnbH+fVZJz0aL473sMQueiMw+g1f70p3Hj+Q6RSIO6pFB0kflzv0XKkTQvmAVabtsAPVlmYEPv39f6qM2vmB9gTObcGwOinsURep8EXlKgD60e/BCmNo1LbnbBhkqRdc1F5ebd1/LjSsnLogR9HNc3sJTLR9/1LiDy7/7ZGZDo6XRJzk1RPgz6JAQNftGKB047NSsOnoWI5uW7IZ/qw5F+rX+zFHyuo9y/cHv03f+w0f+WTXFqSLl1g79AVoZs/WrbThvjDlBd4C3gVyZ0+xzdVHc2E/sscCrW2ciUZT6CyauSY6sst7LFSEmOn4RoR6mmAcxdOW+RBzz1i/XxuTXz8D/1NSydxyKXL8LDIjgeEpAzVwdcZlO7OrXZS2t33D+jM8UNLpXq9q2GgD2YsvNuvXlfREvnA8syJ8R5RNu18DFXWfrDGX3qgl/2GrACCTBYzqnULWiYyqLGCLpPUr4wrE2w1eKoD+fgG2fl5A8dtoaMwFo/i6ImByiRFzQ==
Variant 1
DifficultyLevel
485
Question
Kelly shared half of her sherbet cones with her friends at school.
She then gave 13 more sherbert cones to her AFL team mates.
Now she had 7 sherbert cones left.
How many sherbert cones did Kelly have at the start?
Worked Solution
Working backwards:
Add the 13 to the 7 sherbert cones left.
→ 20 sherbert cones
→ 20 sherbert cones is half of the starting number
∴ Sherbert cones at start = 20 × 2 = 40
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Kelly shared half of her sherbet cones with her friends at school.
She then gave 13 more sherbert cones to her AFL team mates.
Now she had 7 sherbert cones left.
How many sherbert cones did Kelly have at the start?
|
workedSolution | Working backwards:
Add the 13 to the 7 sherbert cones left.
$\rightarrow$ 20 sherbert cones
$\rightarrow$ 20 sherbert cones is half of the starting number
$\therefore$ Sherbert cones at start = 20 $\times$ 2 = {{{correctAnswer}}}
|
correctAnswer | |
Answers