Number, NAPX-I4-CA28 SA
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
Variant 0
DifficultyLevel
696
Question
Mr. Soros put $2000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $2080 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 2080 − 2000 |
|
= $80 |
∴ Annual interest rate
|
|
|
= 200080 × 100 |
|
= 4% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Mr. Soros put $2000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $2080 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 2080 − 2000 |
| | \= $80 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{80}{2000} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 4 | |
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
Variant 1
DifficultyLevel
703
Question
Ms Reinhart put $3000 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $3090 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 3090 − 3000 |
|
= $90 |
∴ Annual interest rate
|
|
|
= 300090 × 100 |
|
= 3% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Ms Reinhart put $3000 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $3090 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 3090 − 3000 |
| | \= $90 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{90}{3000} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 3 | |
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
Variant 2
DifficultyLevel
706
Question
Mr. Musk put $4000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $4100 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 4100 − 4000 |
|
= $100 |
∴ Annual interest rate
|
|
|
= 4000100 × 100 |
|
= 2.5% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Mr. Musk put $4000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $4100 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 4100 − 4000 |
| | \= $100 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{100}{4000} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 2.5 | |
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
Variant 3
DifficultyLevel
698
Question
Penelope put $2500 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $2600 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 2600 − 2500 |
|
= $100 |
∴ Annual interest rate
|
|
|
= 2500100 × 100 |
|
= 4% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Penelope put $2500 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $2600 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 2600 − 2500 |
| | \= $100 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{100}{2500} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 4 | |
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
Variant 4
DifficultyLevel
707
Question
Mr. Packer put $8000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $8280 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 8280 − 8000 |
|
= $280 |
∴ Annual interest rate
|
|
|
= 8000280 × 100 |
|
= 3.5% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Mr. Packer put $8000 into a simple interest account for a year.
He did not take any money out or add any money to the account.
At the end of the year he had $8280 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 8280 − 8000 |
| | \= $280 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{280}{8000} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 3.5 | |
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
Variant 5
DifficultyLevel
712
Question
Kate put $7500 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $7743.75 in the account.
What was the annual percentage interest rate?
Worked Solution
|
|
| Interest earned |
= 7743.75 − 7500 |
|
= $243.75 |
∴ Annual interest rate
|
|
|
= 7500243.75 × 100 |
|
= 3.25% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Kate put $7500 into a simple interest account for a year.
She did not take any money out or add any money to the account.
At the end of the year she had $7743.75 in the account.
What was the annual percentage interest rate? |
| workedSolution |
| | |
| --------------------- | -------------- |
| Interest earned | \= 7743.75 − 7500 |
| | \= $243.75 |
sm_nogap $\therefore$ Annual interest rate
>>|||
|-|-|
||= $\dfrac{243.75}{7500} \ \times$ 100|
||= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 3.25 | |