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 | |