60001
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
Variant 0
DifficultyLevel
566
Question
A school's chess club has 6 girls and 5 boys.
2 girls and some more boys then joined the club.
The number of boys in the club was now double the number of girls.
How many boys joined the club?
Worked Solution
|
|
Girls in club |
= 6 + 2 |
|
= 8 |
|
|
⇒ Total boys required |
= 2 × 8 |
|
= 16 |
|
|
∴ Boys that joined |
= 16 − 5 |
|
= 11 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
A school's chess club has 6 girls and 5 boys.
2 girls and some more boys then joined the club.
The number of boys in the club was now double the number of girls.
How many boys joined the club?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Girls in club | = 6 + 2 |
| | = 8 |
| | |
| --------------------: | -------------- |
| $\Rightarrow$ Total boys required | = 2 $\times$ 8 |
| | = 16 |
| | |
| --------------------: | -------------- |
| $\therefore$ Boys that joined | = 16 $-$ 5 |
| | = 11 |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
566
Question
A school's garden club has 4 girls and 6 boys.
Two boys and some girls then joined the club.
The number of girls in the club was now double the number of boys.
How many girls joined the club?
Worked Solution
|
|
⇒ Total girls required |
= 2 × 8 |
|
= 16 |
|
|
∴ Girls that joined |
= 16 − 4 |
|
= 12 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
A school's garden club has 4 girls and 6 boys.
Two boys and some girls then joined the club.
The number of girls in the club was now double the number of boys.
How many girls joined the club?
|
workedSolution |
| | |
| --------------------: | -------------- |
| Boys in club | = 6 + 2 |
| | = 8 |
| | |
| --------------------: | -------------- |
| $\Rightarrow$ Total girls required | = 2 $\times$ 8 |
| | = 16 |
| | |
| --------------------: | -------------- |
| $\therefore$ Girls that joined | = 16 $-$ 4 |
| | = 12 |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
566
Question
A school's drama club has 7 girls and 9 boys.
4 girls and some boys then joined the club.
The number of boys in the club is now double the number of girls.
How many boys joined the club?
Worked Solution
|
|
Girls in club |
= 7 + 4 |
|
= 11 |
|
|
⇒ Total boys required |
= 2 × 11 |
|
= 22 |
|
|
∴ Boys that joined |
= 22 − 9 |
|
= 13 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A school's drama club has 7 girls and 9 boys.
4 girls and some boys then joined the club.
The number of boys in the club is now double the number of girls.
How many boys joined the club? |
workedSolution |
| | |
| --------------------- | -------------- |
| Girls in club | \= 7 + 4 |
| | \= 11 |
| | |
| --------------------- | -------------- |
| ⇒ Total boys required | \= 2 $\times$ 11 |
| | \= 22 |
| | |
| --------------------- | -------------- |
| $\therefore$ Boys that joined | \= 22 $-$ 9 |
| | \= 13 |
|
correctAnswer | |
Answers