Number, NAPX-E3-CA10
Question
Which number is missing from this number sentence?
(153.8 − 11.1) × ? = 549.395
Worked Solution
Method 1: Trial and Error
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|
|
| Option 1: |
(153.8 − 11.1) × 3.85 |
= 549.395 |
| Option 2: |
(153.8 − 11.1) × 4.36 |
= 622.172 |
| Option 3: |
(153.8 − 11.1) × 35.46 |
= 5060.142 |
| Option 4: |
(153.8 − 11.1) × 63.35 |
= 9040.045 |
Therefore, ? = {{{correctAnswer}}}
Method 2: Advanced Solution
|
|
| (153.8 − 11.1) × ? |
= 549.395 |
|
|
| 142.7 × ? |
= 549.395 |
|
|
| ? |
= 142.7549.395 |
| ? |
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
453
Question
Which number is missing from this number sentence?
(153.8 − 11.1) × ? = 549.395
Worked Solution
Method 1: Trial and Error
|
|
|
| Option 1: |
(153.8 − 11.1) × 3.85 |
= 549.395 |
| Option 2: |
(153.8 − 11.1) × 4.36 |
= 622.172 |
| Option 3: |
(153.8 − 11.1) × 35.46 |
= 5060.142 |
| Option 4: |
(153.8 − 11.1) × 63.35 |
= 9040.045 |
Therefore, ? = 3.85
Method 2: Advanced Solution
|
|
| (153.8 − 11.1) × ? |
= 549.395 |
|
|
| 142.7 × ? |
= 549.395 |
|
|
| ? |
= 142.7549.395 |
| ? |
= 3.85 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers