30228
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
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
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
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