Group A : 112K224, 130K224, 130K260, 150K300
Group A : 112K224, 130K224, 130K260, 150K300
Which of the following belongs to Group A?
समूह A: 112K224, 130K224, 130K260, 150K300
निम्नलिखित में से कौन समूह A से संबंधित है?
Detailed Solution & Logic
Correct Answer:
210K420
Group A: 112K224, 130K224, 130K260, 150K300
हम पहले पैटर्न देखते हैं:
-
अधिकांश entries में तीसरा नंबर = पहला नंबर × 2
-
“K” सिर्फ separator है।
Step 1: Check options
-
210K420 → 420 ÷ 210 = 2 ✅
-
125K225 → 225 ÷ 125 = 1.8 ❌
-
135K250 → 250 ÷ 135 ≈ 1.85 ❌
-
160K310 → 310 ÷ 160 ≈ 1.9375 ❌
✅ Step 2: Conclusion
210K420 ही उस पैटर्न के अनुसार आता है।
Answer:
210K420
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