In 12 consecutive innings during a season a batsman’s scores were:
6, 13, 16, 45, 93, 0, 62, 87, 136, 25, 14, 31.
Find his (i) mean score
μ=112(6+13+16+45+93+0+62+87+136+25+14+31)=52812=44.\mu=\frac{1}{12}(6+13+16+45+93+0+62+87+136+25+14+31)=\frac{528}{12}=44.μ=121(6+13+16+45+93+0+62+87+136+25+14+31)=12528=44.
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