If the area under a gaussian curve is 1 then how can it be
If the area under a Gaussian curve is 1, then how can it be concluded that μ ± 1σ = 68.3 %, μ ± 2σ = 95.5%?. The formula for relative standard deviation is s/x * 100% where s= standard deviation
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if the area under a gaussian curve is 1 then how can it be concluded that mu plusmn 1sigma 683 mu plusmn 2sigma 955
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