एका शाळेत, 80 गुणांची परीक्षा घेतली गेली, ज्यामध्ये उत्तीर्ण होण्यासाठी 32 गुण आवश्यक होते. तर खालीलपैकी कोणाला सर्वात कमी गुण मिळाले?

सुचना: केवळ एका दशांश स्थानापर्यंत.

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  1. D, ज्याला एकूण गुणांच्या \(\frac{12}{19}\) गुण मिळाले
  2. C, ज्याला उत्तीर्ण गुणांच्या 160% गुण मिळाले
  3. A, ज्याला परीक्षेत 72% गुण मिळाले
  4. B, ज्याला एकूण गुणांच्या \(\frac{7}{11}\) गुण मिळाले

Answer (Detailed Solution Below)

Option 1 : D, ज्याला एकूण गुणांच्या \(\frac{12}{19}\) गुण मिळाले
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Detailed Solution

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दिलेले आहे:

एकूण गुण = 80

उत्तीर्ण गुण = 32

वापरलेले सूत्र:

टक्केवारी = (मिळालेले गुण/एकूण गुण) × 100

एकूण गुणांचा अपूर्णांक = (मिळालेले गुण/एकूण गुण)

गणना:

1) D, ज्याला एकूण गुणांच्या \(\frac{12}{19}\) गुण मिळाले

⇒ मिळालेले गुण = (\(\frac{12}{19}\)) × 80

⇒ मिळालेले गुण = 50.5

2) C, ज्याला उत्तीर्ण गुणांच्या 160% गुण मिळाले

⇒ मिळालेले गुण = (\(\frac{160}{100}\)) × 32

⇒ मिळालेले गुण = 51.2

3) A, ज्याला परीक्षेत 72% गुण मिळाले

⇒ मिळालेले गुण = (\(\frac{72}{100}\)) × 80

⇒ मिळालेले गुण = 57.6

4) B, ज्याला एकूण गुणांच्या \(\frac{7}{11}\) गुण मिळाले

⇒ मिळालेले गुण = (\(\frac{7}{11}\)) × 80

⇒ मिळालेले गुण = 50.9

∴ पर्याय 1 योग्य आहे.

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