According to an advertisement, a strain of soybeans planted on soil prepared with a specified fertilizer treatment has a mean yield of 594 bushels per acre. Twenty farmers who belong to a cooperative plant the soybeans in soil prepared as specified. Each uses a 40-acre plot and records the mean yield per acre. The mean and variance for the sample of 20 farms are $\bar { x } = 550 \text { and } s ^ { 2 } = 10,000$ . Specify the null and alternative hypotheses used to determine if the mean yield for the soybeans is different than advertised.

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The Answer of According to an advertisement, a strain of soybeans planted on soil prepared with a specified fertilizer treatment has a mean yield of 594 bushels per acre. Twenty farmers who belong to a cooperative plant the soybeans in soil prepared as specified. Each uses a 40-acre plot and records the mean yield per acre. The mean and variance for the sample of 20 farms are $\bar { x } = 550 \text { and } s ^ { 2 } = 10,000$ . Specify the null and alternative hypotheses used to determine if the mean yield for the soybeans is different than advertised.

According to an Advertisement, a Strain of Soybeans Planted on Soil