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How much less than l – 2m + 3n is 2l – 4m – n ?
  • a)
    l – 2m – 4n
  • b)
    – l + 2m + 4n
  • c)
    –l + 2m – 4n
  • d)
    l – 2m + 4n
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
How much less than l – 2m + 3n is 2l – 4m – n ?a)l &...
Required difference
= (l – 2m + 3n) – (2l – 4m – n)
= – l + 2m + 4n
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How much less than l – 2m + 3n is 2l – 4m – n ?a)l &...
Calculation:
- First, let's find the value of both expressions:
- l – 2m + 3n
- 2l – 4m – n

Substitute the values:
- l – 2m + 3n = l – 2m + 3n
- 2l – 4m – n = 2(l) – 4(m) – n = 2l – 4m – n

Calculate the difference:
- 2l – 4m – n is 2l – 4m – n
- l – 2m + 3n is l – 2m + 3n

Find the difference:
- (2l – 4m – n) - (l – 2m + 3n)
- 2l – 4m – n - l + 2m - 3n
- l – 2m – 4n
Therefore, the expression 2l – 4m – n is less than l – 2m + 3n by -l + 2m + 4n, which is option (b).
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How much less than l – 2m + 3n is 2l – 4m – n ?a)l – 2m – 4nb)– l + 2m + 4nc)–l + 2m – 4nd)l – 2m + 4nCorrect answer is option 'B'. Can you explain this answer?
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