1. A seller claimed that her lip tint has a mean organic content of 90%. A rival seller asked 60 users of that lip tint and found that it has a mean organic content of 85% with a standard deviation of 5%. Test the claim at 1% level of significance and assume that the population is approximately normally distributed.
1. A seller claimed that her lip tint has a mean organic content of 90%. A rival seller
asked 60 users of that lip tint and found that it has a mean organic content of 85% with
a standard deviation of 5%. Test the claim at 1% level of significance and assume that
the population is approximately
2. A company produced ethyl alcohol and claimed to have a mean alcohol content of
70%. A random sample of 80 of ethyl alcohol bottles was taken as sample to verify
this claim. It was found out that the mean alcohol content is 65% with a standard
deviation of 2%. Test the claim at 5% level of significance and assume that the
population is normally distributed.
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2. A company produced ethyl alcohol and claimed to have a mean alcohol content of 70%. A random sample of 80 of ethyl alcohol bottles was taken as sample to verify this claim. It was found out that the mean alcohol content is 65% with a standard deviation of 2%. Test the claim at 5% level of significance and assume that the population is