20192
Question
A {{factory}} produced {{pieces}} {{product1}} in {{month1}}.
If its production increased by {{percent}} in {{month2}}, how many {{product1}} did it produce?
Worked Solution
|
|
{{percent}} × {{pieces}} |
= {{frac}} × {{pieces}} |
|
= {{total}} |
∴ {{product2}} produced in {{month2}}
= {{pieces}} + {{total}}
= {{{correctAnswer}}}
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
Variant 0
DifficultyLevel
588
Question
A sawmill produced 200 000 timber planks in September.
If its production increased by 30% in October, how many timber planks did it produce?
Worked Solution
|
|
30% × 200 000 |
= 103 × 200 000 |
|
= 60 000 |
∴ Planks produced in October
= 200 000 + 60 000
= 260 000
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
factory | |
pieces | |
product1 | |
month1 | |
percent | |
month2 | |
frac | |
total | |
product2 | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
588
Question
A factory produced 400 000 silicon chips in January.
If its production increased by 20% in February, how many silicon chips did it produce?
Worked Solution
|
|
20% × 400 000 |
= 102 × 400 000 |
|
= 80 000 |
∴ Silicon chips produced in February
= 400 000 + 80 000
= 480 000
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
factory | |
pieces | |
product1 | |
month1 | |
percent | |
month2 | |
frac | |
total | |
product2 | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
588
Question
A factory produced 200 000 face masks in April.
If its production increased by 40% in May, how many face masks did it produce?
Worked Solution
|
|
40% × 200 000 |
= 104 × 200 000 |
|
= 80 000 |
∴ Face masks produced in May
= 200 000 + 80 000
= 280 000
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
factory | |
pieces | |
product1 | |
month1 | |
percent | |
month2 | |
frac | |
total | |
product2 | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
588
Question
A sawmill produced 60 000 chair legs in November.
If its production increased by 10% in December, how many chair legs did it produce?
Worked Solution
|
|
10% × 60 000 |
= 101 × 60 000 |
|
= 6000 |
∴ Chair legs produced in December
= 60 000 + 6000
= 66 000
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
factory | |
pieces | |
product1 | |
month1 | |
percent | |
month2 | |
frac | |
total | |
product2 | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
588
Question
A pharmaceutical factory produced 300 000 testing swabs in May.
If its production increased by 30% in June, how many testing swabs did it produce?
Worked Solution
|
|
30% × 300 000 |
= 103 × 300 000 |
|
= 90 000 |
∴ Swabs produced in June
= 300 000 + 90 000
= 390 000
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
factory | |
pieces | |
product1 | |
month1 | |
percent | |
month2 | |
frac | |
total | |
product2 | |
correctAnswer | |
Answers