30228
U2FsdGVkX18+gelpE4MCDdJmwwQAnOwhGIZB9+bEK218eODpraX3bRecXfrq3nBLPgpO5t+YvKIdN23zCObxZTzk+WVpHhstJWJISht9INT+S/FVFxh4yIxdTGPnk6uqPlL6JD4kd8sxc2t9zHEBYWdH4aQMily3GNjcdUtZb7dFwDt7KVZkx9HtMVCVcusJmbqAXlzG/jUcafvpLwpwhIPrH+Zmk9sNA+oZFlP0Sosp2MKvSUYqnQWK9ScoDsOqdIhWfKeE09wBd32Iuo2533AOQSQq5wRADtyvMR6n9hu3BwwoNmNQvPoqhcIYjrZx9tsmXfh5S5p/zBl0vl7Xp1f/cjQRvIK5hTIRvrAfx56kcUk/EQ+MfCfXUZO9x5FgHXNKqGgPOBSbkDRGQfLBDfPyRLtLkwWrbYC45Lh8Hf7xw7anORDwsjqUBkTFLVYxpIW2gFKvxySgwuYcwm9xO7smIG7rahaQj+SwhMEb9C6wXamX0yBxyADQdHEjunvu89vn1/69Tzjylda0H4p8D7srm3Mbl/X/fOePbFePunZlN1hzNUyTVbh5GHKi/M8iS6NO6z4TKK88GvcG4dWrWPh32e6kEOELkBxS9xQmD2yR8hnb9MaH14p0HVWFRENU4+tVHQsmal3Gp6hBp/1b3nBRNQPB+feKJM1lMRIzfsP5ZY7qkH5h8CIgeog5gy0oIYFU9fI7jCBsi1v57C0vIDvmeFQw/QU+Ip6RdxGu77+K9KX5XH70cX7MXVnnreznG6VwSrGrFH5Lwv4+P3Gzz+ArVsSm0EFM30OJXBeGYKHV78EsGkh1FoGnvzjRmADDJhtY+mhmCD4FbbvEXjU6Vc5hAuYm5NGe2ycxuF6OeqIc/c9amdy9TzcoHs25uT5S40vt0wQ4NhhSmmvrFOYQN7WeCVLvo9chC0qmHtp0nv+24kGTvubNPaM3h23PfuPKK4B6LJTQ4MDGWsUY0oIcVt/+x4sRBdyCkKUmBqrIB7VFQdXwWhsVSz31a0+jS+2Ygt+mRuiDEMEWUygR9znmEOSPHW4WVdMIQb6pjOvTxOC2vHqHpN4j76aC0h92HADn0MnIparnKa3S5yA6Q2njHY7iUxblL0fuBO0+2CqQQjtFx2PJpF/Z3li8td6oiod4IpT2NTGfbRDcgljHSiccOZiDkpJ/gXE5F9SJqZbiYzykVyErdr5ESBzjtDb2zLZDgRK5zsbz8DbMs10o7DTTWErE/sWdlj8XX0c2gbQSkpFgnHYahafsDNsfSQVfRmmDpqcJLIr31c//LZF/9CXpeP61I7GtMdgH6iMHkXT7rzsA97OeCOL2m7IdJIInO3btzcEVehYXq0hsL2Z2Ccks2YYbnKF6MITmhHB5IsdXalTSEgaoGKV331hY3c0YAcKzE6Dst2kg8NH2Lrv1AnfgTF1gWxPk01wYfM/vmUMw9RNdJrKMx8LPvvxPh7okAaGMoxnd32PTvCk+mSNpJn3HxMDvKjUtTBaHGBpLhRum2aMz22J+D5FidKcHTot5f5tfZs85rFv5N8QnZf6pfgSTqvMsf6/JMXnhxEoeJZPnrlLWaLt5RD8TKUvM8MeojkAk/J9/deDJVZm2YpY72EWrVu5PgZP0ixIVD6d0QVu0FISCbbbc0IygSkEFx7E2eBEDYMkxJvIdH5S72uI2zYHMKWbQorSzAZR0XqTKE1UVhMrTzwD9LhHfclzhpGcCe1MU6aCTAEx+/tMDaptPpCsJZGgfXd7OcpXtmIV7XBGGB91MqimMBSOAXL5BOaMPdYLu387lXDk2RvKtldP4Qi9FUodWEsKnTeAvLdoKL6i1Dl/4eHkJ+yNPtp4DxzioYjncGBrRWAAv511PRYOlrTS+eWJNoYtl90UthWLOj8XpCfjVjW8r8Z18dhFac477InMGtrr9w1Tr5q01eJNDDrukDosfYdJU8L2yWuOoM22iznvi7z1hI12ol5SOM0BdBu+4CyHb8s9T9s0Vrc1D6qIBtkPG8FasRsBsBITQH7u2Xp0GOM3ZcEhYrQbBsZODRQ+pT/9lpQufT8HUKTinjMkERCjevX07bdWb8DTU5/QMotWtqpPFjkfLrXkmCuDqOdiIxuyQyaZLMapi8cBn4dF2qNvUh3zxsSOjN7IWrEf2VkVkn60pxrltzFRMB+ItyWpeFKwPn093xA82PAZ8lxFdBQJNZgDcL/R0cEy2pR+uA9LfEu6F7WYR86JNYUMB7k0iIZwgX11S6T8WkHaUu46G5+DvMnkm+bV6WwdU4QSsIrmy5I0dc88MjsenCAevl4ROTolbJeZGmCZeGjhiM4mjrDJn2/XLVnyJLdMluZCbwxIJuLHNNulZmv1Y4t9QUeDYxHQNQ6AC8ceC+2Ob+hWV027jicnFw9ykcvoQizFNntMdjc0hQ9/jIVSWmsK8UGewZR6lwWvXHKVXpkHnZsNMd23R7JOx+5yCsiEo16ac5X8T+YgZ5wa8gRGW7QpVdftOfaSvJWnWTH1ZDZjAx5YadcmWYXF7keW4SHBZe2TFwNPJB4hMMFQCR3+sySKikfIOfZ5goE8O75V4te4Dk2cT8wsZVifswfSRJzC+lyid1b3tSrIJVT5bqgvNMdsgn8XndpxTsBIwwmSrnC9K9IOCCHTBA6/SjnX42nFqlXkCUxoWsebQDv6YKZfp+EJCa1DAZ2b4cyHodk48flyVqNFmR03iJ8+vXyMS8xdPFWtYQ8X7XqZYwXXS9vxAw0VagtwIELRyqz3KM5YfPddhlJtn35fDjeXdhqRrnNFSShSckMeVtkLZ6WSZp9bY4FplJuqFrl61rx8wl1/EACD8aFApcOQ0hTXPrrmhCedrFiJlNnNNeP7GWSj+OHDw0kSxY1uG3n8Okl/7waK5HxctSA4vrZ8vCGikGnwbbWBQjfj7sf+dmqNv/5bO1J/ZZcuHhBTabM3kA+DGKD3RWReN7LcxRWB+8KSLyJxzVVII1PadTB4hm4UixPG9n5Cebf3QXcdgmDQSdWY+/Qx0Rmw1SyKNQrp6NTEMGtGPfzxqomje18ZdCv1lLRSXcGmJQI4PIYkSP4pmIJxA7H6xHi21NAgiXd7e0PaNHVKagMIGhQv9T3vwFsBe0REqAr16gWr1pXTFaFiKc8D+gu6++JZv/Elt6dyQCU81FRXO2nImU3i2TTJg4eZD5X0Nj5SO8YtCkrK744ePVwXoaDFspb308IgzvUEr+RSRFNCFkxnFQVQwXD6r77gP5Nrpkfmx8x2Xtdw9eEmZlBpvSfgTGb9xXJx919Z5kYG15rG1giozkmhd9UgJ9cGpMP4aE4ioGQP4k0aaNnf7qFH+fZs+pJdgUpiP4b6fOn8We1Mp2OJ8OGKe0SPacd0ctt/OVeNbf9/dSADDoLH4ChIwyF77zHmZNRRvTWcjKeAqhN10qIYlZPqLsNHjEF3eOIBpS++FvaOAPKgYcneh3iF5fqnMCrJ1SlY2R2qEeLkB1TeXKrJhyEnyVmVPWe1l1U2ecD/2XNu4ZijkKNxmbkyiSmlAMfKYWk15b79RznopZOVTzQXbSwONIysxGzgzb+LSNTi03pgiPgZHHMPuGrIr2jcuXblqafrz57gWppz6/nvMe1hM6U7q1a06KQufQqaqzwOHuIYHbLOrn2Z3x2EBVDeuUVnSha7kFE5kMXtb6htZ67VGvNz0GpAjWxPDnIvi5tIkUKoGUadsO5yqnJI36YqLwxVUPlu8ZTE7sOsW3Ka0kBc54PxkGBypRHdNgY8QJ1jUou8nHNF11j79TETkamIBlJ/DSz0gcdxM/+zAOgy2tNfAscQeVrAjsnrrftdznjUo5VTWUbHH3Mv1D9c0P+7Rlw0nynBhkwN7U/ompi6aFpFy/TppeylxmivvBhPFQD7gMz8h7j0Ab5vpcJoK3axKsuIA+jXrMhBcRLak5VrnyWsp4lfCIHMnL84n3PzYAwgMWXDfivj3ODBQUz5nANXOz2JSDUY68Hq+4tq7wDoX+HYy8wDF+JKsIPZ5glrmE8JOuWH0qgQ0r/L7eYKCcmAl5lpKwaX8/eQU9nQeTPY0uI09whBbiJjp0B8BsWS1AVo+1O62wgY0CPkGFnz5ikBVileFfJN3E6evzHVlvI0fVq4OnNQ2HkwcJTdAqSBe3MNCXrOSHfg+QWPaE1fNuTy2aU3vpIybkxrPomUuC7CMRtL3SyZrv29WARVDBSj3GiNV939Jkt3OuCZJFgqEEmrr+mnae91rtw597FxOIpnurmyKG7WYx3EJUAzKg8xIwHzFvIZhEEINiNkvdeIibQ4z+MCQ/HgGyw==
Variant 0
DifficultyLevel
560
Question
On Tuesday, Dinesh went to the doctor and was given 28 tablets.
Dinesh was to take 6 tablets each day starting from Tuesday.
On which day did Dinesh take the last tablet?
Worked Solution
|
|
Number of days |
= 28 ÷ 6 |
|
= 4 remainder 4 |
⇒ Last tablet taken on the 5th day.
∴ Saturday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On Tuesday, Dinesh went to the doctor and was given 28 tablets.
Dinesh was to take 6 tablets each day starting from Tuesday.
On which day did Dinesh take the last tablet?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Number of days | = 28 $\div$ 6 |
| | = 4 remainder 4 |
$\Rightarrow$ Last tablet taken on the 5th day.
$\therefore$ {{{correctAnswer}}}
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
561
Question
On Monday, Kermit went to the doctor and was given 30 tablets.
Kermit was to take 4 tablets each day starting from Tuesday.
On which day did Kermit take the last tablet?
Worked Solution
|
|
Number of days |
= 30 ÷ 4 |
|
= 7 remainder 2 |
⇒ Last tablet taken on the 8th day.
∴ Tuesday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On Monday, Kermit went to the doctor and was given 30 tablets.
Kermit was to take 4 tablets each day starting from Tuesday.
On which day did Kermit take the last tablet?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Number of days | = 30 $\div$ 4 |
| | = 7 remainder 2 |
$\Rightarrow$ Last tablet taken on the 8th day.
$\therefore$ {{{correctAnswer}}}
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
562
Question
On Wednesday, Margarita went to the doctor and was given 20 antibiotic capsules.
Margarita was to take 3 antibiotic capsules each day starting from Wednesday.
On which day did Margarita take the last tablet?
Worked Solution
|
|
Number of days |
= 20 ÷ 3 |
|
= 6 remainder 2 |
⇒ Last tablet taken on the 7th day.
∴ Tuesday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On Wednesday, Margarita went to the doctor and was given 20 antibiotic capsules.
Margarita was to take 3 antibiotic capsules each day starting from Wednesday.
On which day did Margarita take the last tablet?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Number of days | = 20 $\div$ 3 |
| | = 6 remainder 2 |
$\Rightarrow$ Last tablet taken on the 7th day.
$\therefore$ {{{correctAnswer}}}
|
correctAnswer | |
Answers
U2FsdGVkX1+hd/RPPoz/UfQ91YPIsaQ3f19Ww8+TeZ5mpr/cYO8U8RzjaivWt32Bj6bdS59Aufum2xIqDtXWuCJ8Dxc01jVNxyJnrJe2EOM1PYGmGdlj2IG7GTYPBvUd7F/HT5xPko3ejxGOC6ntxlw7A/xUjHd2omCeDDVGlAmuW3bb28wn6MhzOoEPnxyxqb+Hu7cu0dwB2Et/bQqUq15wodTrOMul1F8+G9rxIANzWajDSVI2n+ocw7Q53fs43AIM8JX0/3tOW4ZHUrCHUsniXBv+844tNlQ/gt138y/D3dvJkh219ye7jiIvtBH90srdOlSACcF4efhshWK8uSva18JgcJ0ff3M0S0tKhW8TNkRp9wnUMeNQy8uEiIlArsNoFoIATiLZ4lhaqNcihyQC94DMjlfDLLRJfgTMjNgFeixrEhp3Prn6UoA4t6pPugukOxfO+COT3lnOslrYmlhNsxRSOZFCJywwHE4Urbt6sRUZKFt+DpFMy4AfdLLJSsp6701sJj31Fy9/L57Dgb8PG5DB4AFQVuAXTsDXzGePEtb4ppjD6gcbDYzFi7oDwoffwZiJZNNvCA0uUncxsqrwGfpWwfZceCbBmZjwLazSROWQibIS7f5McUW2pX/QJAAdFh02+SLyI5jK12iOuHUMYQ8KEQ8wZFQeIKWgwESMIzteiNDKgECvf464SVARUK7dZn51zAlN+LjimB+mY4uqfhvcTv9kHRNuZIs8MyIJxP+CVP9hX3JJcGJWHGDK2zAcDLZLfXJG4o78KDnEhKV5Dk28+WnFNo+IfxJ0WoPPUAyWCCGh9JdFc5A+G1igkWDgxdmdM27UmbFWffdVFp0tjGfMDROq4+mS1/B0H7mxz46h1NLDW7qdQ456PvC3yRVxSFJ4e8QSHANEw0C6gmjgwpxmVS3mz2s6QySWowgUcbFH2cZ6EGbLebCKCRvliXg1E/XMY099Tsm+idZUQHEoeA+HgDiqZ6igV3D9rBx7ZQJXmhfoU7lg/O2CvMeWQEsXUUK3F7A5YJuYN9ZJWRPISHQcDWFd7E2yMZ8TCFfoXLfBOSSpr+NlFB4WuGVbSzs9v/s4U+/J+j3N4iJ72552bqOyOljaprsm8VuL6dDoLwrjfuF4dC4Hk8kTuV80aAl3TAs2CZyoqFWnG/85+8fwmkP21qvm4EWPzk83uOHeVaxhZNsY9FicMFe//L8iJ7buNMIn1Pi56VDYo8XIR2RVha+yCS9e9jcMPwz8ZRYoc5PwdC0iBfu+U8YhUje57CK8ykBPNvGl5mtOh6u4uZOxpB/vhuvbeYlVbhAH6BMUZQslyfAy/2AgB6S6J85H28B2l/ck/s69Sp+rl71a5pW8tbTmACJSdVo0uoMBziNEyp6HlREyFMgjSe0CMElJ9O9Ur+KAHZJ99A/CPj7Hczf6b2fjJajOxU/3PNTm3BVHGK6suJ6b4RO022L5iEBDzuNq6HXc9ptYNCs0y1f9GCKpsk9nCU80xfuvxzgJi+z47UcjDvP6uKxYSzkCBuvpIL/Ak1EmWDB309aHU4HSERN0Jv6WzMawS7Fkf3LVGOyqm10nZZQOtzRLF+XGvBk1+ziqV10VdtLlprnqoVGukAnKExSw+b1Ezj+bhsXev9s1pXbKTHrJRy0C3it9qJU7mk/LFiA9r87xBFjRI2zghjVEXgpa6cGbuB30gZXXHVZf/CAOZmWpiO+hL2RKM5e3U8qzQVI83At9bs9bzV10NHGXEMSV1A1S6CJUezgKKHiXWykf9EyoOq1a4tYwhzLrHaBjnkbfb1vio15nhalLOC4HiC44f+xxC+Oqj9FSlYMwEUkPzJ8PaWyLCCdPPoWnZ1gtRE/zQAu0NcTsrQ3VkgA4sNqrkdm0f8u36VrsU/DWdPi0K72igI6rSTxPGORv1I6QIosuD5RUtkcgWbxiIM2PD9N4BM3kJDXyQSrSQTM4jXZ7AsgIXgJDDjHsXBg7HLS/rL4G3JPco2ueffBsMNjDhHUB9Wn48bvnGL5pZEXOIYdeoI6hW6/3bq/g5dG+5iYFwQbinp7REIdDAbCs6z2IVwapJ+4B1W25D9GYIUO0Bau6/Kc6X97RqZ1tdFL/wk9ZLlPcZI/LJ3wtz4ySbg4rki+81H3GIqiCwi2518JhXAmo/g8Sc/KXrYEd6egVwppv9aYabHS0Y/uZ5kHgo4gM52fTSqqFvbfeHSrEikRQnL4gLh5Tdtf/uUZnsGWFFZy82oRqblBEXHSYDPvha5i+RlawXzHIygVwt6mL/DyXGVdyrSceDYq/rGPSSPYBpiujB6qCmnCaaOX9nmgYpOXanZrutdq4/Z3mo957/ooB5uZOEWSJQZtDB38GBqrueWai3CAYC0M2PnwvyQxGl8PlzdBLivCWhCkG5HSvVEU8X8c46Vu0IrJR2GhimH1qXkcnu8SVOAJ2nfbLqlTxpanQS1baSMiPRSiWhCcfwoeVbu1UpzOD0SNdpjkRr/8uKC0ePBaGiiHKGVkMxk6/pxukiJj+t63b1roA6Mu/xhU7fsAKQ8m9893Zxj7HMZcwGxee4mQzrDE3iu3sejUTZ6Bd9WxigIR7xx+frIzRUKeAFZWqhgw44DA00Fr6aSE/HPCQvHV1nty8y+LatX6e7TNVMDUu3V0KyUzT1oKj8lrlUwMwBVJsLjnRQPmClPYd87w4Xk4YJdVogfXdmjX1/SImlEnLgdynKnll1I46L6grBLRNNmUAZtr2PQjWJoNQHshIkiVd6PvTxGQm0Hycsk4sIC9SSP1zK2bJPacGgMM9fCuJtz3tzwwgwH7auNGtVcsniaIxSi5yJ1WP602gS5Il6NyW6nGLjH4qFfKDsiaPx1d/l/uEU/8ylXNF8x6r0UBpDdDGk7p3/BHrTXZ4YQFuV5GrE4v5R6yb+pM0WOzjXMritV2bmU9Yz34L+kDYy5nQEPQwYVnI9kqepqmKrIObuaPE+uzBryzagz2bFqtJOA12W6mpmY/HsvI7SCGh4xYKwBXmOW2u01Rer665juQ8lLVvcrv1WrvQLA5wd4RYrbd7j72fFz/8V7ErVsGD9f2Y2vAUviM+h8/6u8Q/d9VIqbSjjwyKQSzTsEf6xGFcnj9nbuLMNRqIa+poPTcJ2LDvB5Ym1JA4MGhlxfDmLexdBtupStDoKwHbJgoeXEmq2floStRkenmftfIkKxntHlrCVmaHfzLJgSr1PwRyxd5IJ3dSmdVdJr1PNHqv7utFWfY71go4lImTTXhLUDw8774i+bAKrd1qauChmWj3riyRZVST6E6VM20C1A+Wn2+V8B7OVdeo6IIQWTbtvhwxEZrRmLx7ItbaWUsYwBSyOYl6G22sVxGVK0AI0OiiY7bIKi7OXjrYayu3L5zUeluNXlK63ZN9U+ziTs2FuWxF8QyQrlfw0B+wmBlQB6CY3+UyXVnxtrL+57524jbLLyKZzOymx217fGPTmq2mxS9mK0GL51YGw4dsAxFe8giQX2eO5NOMlZQCHwrYbriXaFRdHyTufls7qXR0rzA2yckJ7KDi6lTp2JpJeIAoPrfoo0AlKFzJDOqL5mn09XuAKzSZFTLqds6UpyzuEgWnF405EmlaMLW/2AirTXD+mOLFb+Mkd8fpTHbr3jcX0Z8PjR/yeD/yzuVGt917b/FT0gRKMpVTT5ol1v43BGyQkMKFtEQnY/SYx4q5aaaDu88Dow9HNfhpCqYVWIBC0EAbEAoXS2Uqe2R8JZMRtdguDnbe0hNNRvNpWFSBs746FfxcDree5ZCkVLWoAHbk5L7if5ysi2KStVhvE15SPNHH9q2aFuNHSZqUKkeVlLefKtehfpAyBujGAyArwOocwZ64YyRiYHNm8cDpuoG7pAZXoqhZtS4EHvuaBJFLLsxxSjf20znwUZPTJcHZU1k6ML1BYictvT6UO+Kt+JTbYYjvsaICHg/B0D04aK2teVAtYbXg+uD/7jAUxcFTyS3HPvg4AfcHc2wey5nacNmWPZ+08JG4b47e5+meDk8LnZ9wUWRWweNoW3noJhR/sjiHjBMvt0u3jMqtrVEZoI/wPlpBKNsY52OkP7rYLpjOzr+uwI/3CJDapns8xLRjuYj1Z/8RUDll6wic2ide5edmjsb4Ha9i3dPZ9i9ZO8CizfBV13gHV12qk6DlRsebG+jj0VhvKxUkRbq51esPRisQDBx+QU5SMmN7ywUzWam9znDWDwMV9kJELISE6faf1k9pk8tBtoUWT/jEwfmHpxliiU1Jsv5rGb2szbFTPDPi3/cVpKYY5UVih0HNFoRjNDdqqlSi4ukJwQ==
Variant 3
DifficultyLevel
563
Question
On Saturday, Hendrik went to the doctor and was given 25 tablets.
Hendrik was to take 3 tablets each day starting from Sunday.
On which day did Hendrik take the last tablet?
Worked Solution
|
|
Number of days |
= 25 ÷ 3 |
|
= 8 remainder 1 |
⇒ Last tablet taken on the 9th day.
∴ Monday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | On Saturday, Hendrik went to the doctor and was given 25 tablets.
Hendrik was to take 3 tablets each day starting from Sunday.
On which day did Hendrik take the last tablet?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Number of days | = 25 $\div$ 3 |
| | = 8 remainder 1 |
$\Rightarrow$ Last tablet taken on the 9th day.
$\therefore$ {{{correctAnswer}}}
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
568
Question
Gabriela started taking flu tablets on Thursday from a box containing 16 tablets.
Gabriela takes 1 tablet every 8 hours.
On which day will Gabriela take the last tablet?
Worked Solution
Tablets per day = 24 ÷ 8 = 3
|
|
Number of days |
= 16 ÷ 3 |
|
= 5 remainder 1 |
⇒ Last tablet taken on the 6th day.
∴ Tuesday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Gabriela started taking flu tablets on Thursday from a box containing 16 tablets.
Gabriela takes 1 tablet every 8 hours.
On which day will Gabriela take the last tablet?
|
workedSolution | Tablets per day = 24 $\div$ 8 = 3
| | |
| --------------------: | -------------- |
| Number of days | = 16 $\div$ 3 |
| | = 5 remainder 1 |
$\Rightarrow$ Last tablet taken on the 6th day.
$\therefore$ {{{correctAnswer}}}
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
570
Question
Antionette started taking iron tablets on Wednesday from a bottle containing 25 tablets.
Antionette takes 1 tablet every 12 hours.
On which day will Antionette take the last tablet?
Worked Solution
Tablets per day = 24 ÷ 12 = 2
|
|
Number of days |
= 25 ÷ 2 |
|
= 12 remainder 1 |
⇒ Last tablet taken on the 13th day.
∴ Monday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Antionette started taking iron tablets on Wednesday from a bottle containing 25 tablets.
Antionette takes 1 tablet every 12 hours.
On which day will Antionette take the last tablet?
|
workedSolution | Tablets per day = 24 $\div$ 12 = 2
| | |
| --------------------: | -------------- |
| Number of days | = 25 $\div$ 2 |
| | = 12 remainder 1 |
$\Rightarrow$ Last tablet taken on the 13th day.
$\therefore$ {{{correctAnswer}}} |
correctAnswer | |
Answers