Number, NAPX-H4-CA08
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
Variant 0
DifficultyLevel
542
Question
One billion is one thousand million.
Which of the following is 300 billion?
Worked Solution
|
|
| 300 billion |
= 300 × 1000 × 1 000 000 |
|
= 300 000 000 000 |
|
= 3.0 × 1011 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 300 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 300 billion | \= 300 × 1000 × 1 000 000 |
|| \= 300 000 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | 3.0 × 1014 |
| ✓ | 3.0 × 1011 |
| x | 3.0 × 108 |
| x | 3.0 × 107 |
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
Variant 1
DifficultyLevel
544
Question
One billion is one thousand million.
Which of the following is 24 billion?
Worked Solution
|
|
| 24 billion |
= 24 × 1000 × 1 000 000 |
|
= 24 000 000 000 |
|
= 2.4 × 1010 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 24 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 24 billion | \= 24 × 1000 × 1 000 000 |
|| \= 24 000 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| ✓ | 2.4 × 1010 |
| x | 2.4 × 1011 |
| x | 24 × 1010 |
| x | 24 × 1011 |
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
Variant 2
DifficultyLevel
540
Question
One billion is one thousand million.
Which of the following is 900 billion?
Worked Solution
|
|
| 900 billion |
= 900 × 1000 × 1 000 000 |
|
= 900 000 000 000 |
|
= 9.0 × 1011 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 900 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 900 billion | \= 900 × 1000 × 1 000 000 |
|| \= 900 000 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | 9.0 × 1014 |
| x | 9.0 × 1012 |
| ✓ | 9.0 × 1011 |
| x | 9.0 × 1010 |
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
Variant 3
DifficultyLevel
541
Question
One billion is one thousand million.
Which of the following is 50 billion?
Worked Solution
|
|
| 50 billion |
= 50 × 1000 × 1 000 000 |
|
= 50 000 000 000 |
|
= 5.0 × 1010 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 50 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 50 billion | \= 50 × 1000 × 1 000 000 |
|| \= 50 000 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | 50 × 1010 |
| x | 5.0 × 1012 |
| x | 5.0 × 1011 |
| ✓ | 5.0 × 1010 |
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
Variant 4
DifficultyLevel
544
Question
One billion is one thousand million.
Which of the following is 565 billion?
Worked Solution
|
|
| 565 billion |
= 565 × 1000 × 1 000 000 |
|
= 565 000 000 000 |
|
= 5.65 × 1011 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 565 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 565 billion | \= 565 × 1000 × 1 000 000 |
|| \= 565 000 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | 5.65 × 109 |
| x | 5.65 × 1010 |
| ✓ | 5.65 × 1011 |
| x | 5.65 × 1012 |
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
Variant 5
DifficultyLevel
546
Question
One billion is one thousand million.
Which of the following is 4.5 billion?
Worked Solution
|
|
| 4.5 billion |
= 4.5 × 1000 × 1 000 000 |
|
= 4 500 000 000 |
|
= 4.5 × 109 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | One billion is one thousand million.
Which of the following is 4.5 billion?
|
| workedSolution | sm_nogap Using the description:
| | |
| --------------------- | -------------- |
| 4.5 billion | \= 4.5 × 1000 × 1 000 000 |
|| \= 4 500 000 000|
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| ✓ | 4.5 × 109 |
| x | 4.5 × 1010 |
| x | 4.5 × 1011 |
| x | 4.5 × 1012 |