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If (l/m) = (p/q) = (r/s) = 4, then find (2l + 3p + 4r)/(2m + 3q + 4s)

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If (l/m) = (p/q) = (r/s) = 4, then find (2l + 3p + 4r)/(2m + 3q + 4s)
1. 12
2. 6
3. 4
4. 20
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Correct Answer - Option 3 : 4

Given

(l/m) = (p/q) = (r/s) = 4

Calculation

l = 4m, p = 4q and r = 4s

⇒ [2(4m) + 3(4q) + 4(4s)]/[2m + 3q + 4s]

⇒ 4(2m + 3q + 4s)/(2m + 3q + 4s)

⇒ 4

∴ (2l + 3p + 4r)/(2m + 3q + 4s) is 4.

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