"Q_3 = (\\frac{3}{4}(n+1))^{th} \\; value \\; of \\; the \\; observation\\\\\n\nn = 50 \\\\\n\nQ_3 = \\frac{3}{4}(50+1)^{th} \\; value \\; of \\; the \\; observation \\\\\n\n= (\\frac{3}{4}(51))^{th} \\; value \\; of \\; the \\; observation \\\\\n\n= 38.25^{th} \\; value \\; of \\; the \\; observation \\\\\n\nQ_3 = 38^{th} \\; observation + 0.25(39^{th} - 38^{th})\n\n= 2.9 + 0.25(3.7 - 2.9) \\\\\n\n= 2.9 + 0.25 \\times 0.8 \\\\\n\n= 2.9+0.2 \\\\\n\n= 3.1"
Answer: 3.1
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