Number, NAPX-F4-NC27
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
Variant 0
DifficultyLevel
702
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 2 kilograms is closest to
Worked Solution
Since 5 kg = 11 pounds
1 kg = 511 = 2.2 pounds
|
|
∴ 2 kg |
= 2 × 2.2 |
|
= 4.4 pounds |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va0.svg 310 indent vpad
Using the graph, a mass of 2 kilograms is closest to
|
workedSolution | Since 5 kg = 11 pounds
1 kg = $\dfrac{11}{5}$ = 2.2 pounds
| | |
| --------------------- | -------------- |
|$\therefore$ 2 kg | \= 2 × 2.2 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
702
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 4 kilograms is closest to
Worked Solution
Since 5 kg = 11 pounds
1 kg = 511 = 2.2 pounds
|
|
∴ 4 kg |
= 4 × 2.2 |
|
= 8.8 pounds |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va1.svg 310 indent vpad
Using the graph, a mass of 4 kilograms is closest to
|
workedSolution | Since 5 kg = 11 pounds
1 kg = $\dfrac{11}{5}$ = 2.2 pounds
| | |
| --------------------- | -------------- |
|$\therefore$ 4 kg | \= 4 × 2.2 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
702
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 3 kilograms is closest to
Worked Solution
Since 5 kg = 11 pounds
1 kg = 511 = 2.2 pounds
|
|
∴ 3 kg |
= 3 × 2.2 |
|
= 6.6 pounds |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va2.svg 310 indent vpad
Using the graph, a mass of 3 kilograms is closest to
|
workedSolution | Since 5 kg = 11 pounds
1 kg = $\dfrac{11}{5}$ = 2.2 pounds
| | |
| --------------------- | -------------- |
|$\therefore$ 3 kg | \= 3 × 2.2 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
702
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 6 kilograms is closest to
Worked Solution
Since 5 kg = 11 pounds
1 kg = 511 = 2.2 pounds
|
|
∴ 6 kg |
= 6 × 2.2 |
|
= 13.2 pounds |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va3.svg 310 indent vpad
Using the graph, a mass of 6 kilograms is closest to
|
workedSolution | Since 5 kg = 11 pounds
1 kg = $\dfrac{11}{5}$ = 2.2 pounds
| | |
| --------------------- | -------------- |
|$\therefore$ 6 kg | \= 6 × 2.2 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
703
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 1.5 kilograms is closest to
Worked Solution
Since 5 kg = 11 pounds
1 kg = 511 = 2.2 pounds
|
|
∴ 1.5 kg |
= 1.5 × 2.2 |
|
= 3.3 pounds |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va4.svg 310 indent vpad
Using the graph, a mass of 1.5 kilograms is closest to
|
workedSolution | Since 5 kg = 11 pounds
1 kg = $\dfrac{11}{5}$ = 2.2 pounds
| | |
| --------------------- | -------------- |
|$\therefore$ 1.5 kg | \= 1.5 × 2.2 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
690
Question
The graph below can be used to approximately convert kilograms to pounds.
Using the graph, a mass of 8 pounds is closest to
Worked Solution
Since 11 pounds = 5 kg
1 pound = 115 kg
|
|
∴ 8 pounds |
= 8 × 115 |
|
= 3.6363.... |
|
≈ 3.6 kilograms |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The graph below can be used to approximately convert kilograms to pounds.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/08/Number-NAPX-F4-NC27-va5.svg 310 indent vpad
Using the graph, a mass of 8 pounds is closest to
|
workedSolution | Since 11 pounds = 5 kg
1 pound = $\dfrac{5}{11}$ kg
| | |
| --------------------- | -------------- |
|$\therefore$ 8 pounds | \= 8 × $\dfrac{5}{11}$ |
| | \= 3.6363.... |
| | $\approx$ {{{correctAnswer}}} |
|
correctAnswer | |
Answers