सुहास चुकून एक संख्या भाज्य म्हणून घेतो जी मूळ भाज्य  पेक्षा 10% कमी होती. तसेच तो चुकून भाजक म्हणून मूळ भाजकापेक्षा 20% कमी असलेली एक संख्या घेतो. प्रश्न सोडवताना योग्य भागफल 24 असेल आणि बाकी 0 असेल, तर सुहासच्या गणनेत कोणतीही चूक नाही असे गृहीत धरून त्याला किती भागफल मिळाले असते?

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SSC CGL 2023 Tier-I Official Paper (Held On: 19 Jul 2023 Shift 1)
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  1. 27
  2. 21.6
  3. 26.4
  4. 30

Answer (Detailed Solution Below)

Option 1 : 27
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Detailed Solution

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दिलेले आहे:

मूळ भागाकार (Q) = 24 बाकी = 0 भाज्य 10% कमी घेतला होता भाजक 20% कमी घेतला होता

वापरलेले सूत्र:

भाज्य = भागाकार × भाजक

गणना:

योग्य भाज्य (D) आणि भाजक (d) भागफल 24 आणि बाकी 0 आहे (म्हणजेच, D = 24d),

सुहासने चुकून 90% भाज्य  (0.9D) आणि 80% भागफल घेतले (0.8d).

या दोन चुकीच्या मूल्यांचे भागफल (Q) आहे:

Q = 0.9D / 0.8d.

परंतु आपल्याला माहीत आहे की D = 24d, 

Q = 0.9 × 24d / 0.8d Q = 21.6 / 0.8 Q = 27.

म्हणून, सुहासला 27 हे भागफल मिळाले असते.

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