for normal distribution z score =(X-μ)/σx | |
here mean= μ= | 7.4 |
std deviation =σ= | 0.0100 |
% of measurement below 7.39 or above 7.40 =1-P(7.39<X<7.40)=1-P(-1<Z<0)
=1-(0.5-0.1587)=0.6587 ~ 65.87%
please help me do this pH measurements of a chemical solutions have mean 7.4 with standard...
pH measurements of a chemical solutions have mean 6.5 with standard deviation 0.02. Assuming all pH measurements of this solution have a nearly symmetric/bell-curve distribution. Find the percent (%) of pH measurements reading below 6.46 OR above 6.48.
1. pH measurements of a chemical solutions have mean 7.5 with standard deviation 0.06. Assuming all pH measurements of this solution have a nearly symmetric/bell-curve distribution. Find the percent (%) of pH measurements reading below 7.5 OR above 7.62. 2. Salaries for senior Civil engineers per year have known mean of 70 K dollars and standard deviation 3 K dollars. Provided that the salaries per year for senior Civil engineers have a nearly symmetric/bell-curve distribution, what percent (%) of Civil...
1. pH measurements of a chemical solutions have mean 7.5 with standard deviation 0.06. Assuming all pH measurements of this solution have a nearly symmetric/bell-curve distribution. Find the percent (%) of pH measurements reading below 7.5 OR above 7.62. 2. Salaries for senior Civil engineers per year have known mean of 70 K dollars and standard deviation 3 K dollars. Provided that the salaries per year for senior Civil engineers have a nearly symmetric/bell-curve distribution, what percent (%) of Civil...
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please help me do this Salaries for senior Civil engineers per year have known mean of 71 K dollars and standard deviation 3.9 K dollars. Provided that the salaries per year for senior Civil engineers have a nearly symmetric b ell-curve distribution, what percen % of Civil engineers have salary between 671 K and 71 K dollars? Enter a mathematical Points possible: 5 Unlimited attempts. Score on last attempt: 0. Score in gradebook: 0 Message instructor about this question more...
could you help me do this According to a medical study, it takes about 45.8 hrs, on average, for Roseola virus to fade away in infected patients (children). Assuming that the fading times of Roseola virus in infected patients have a nearly symmetric/bell-curve distribution with standard deviation 0.7, find the percent (%) of the cases where the fading time of the virus in an infected patient is less than 45.8 hours.
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In a certain chemical process, it is very important that a particular solution that is to be used as a reactant have a pH of exactly 8.20. A method for determining pH that is available for solutions of this type is known to give measurements that are actual pH and with a standard deviation of 0.03. Suppose 36 independent measurements yielded sample mean pH of 8.19 1) Design you specify Ho, H1, explain parameter u, and then calculate test statistic...
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