Golf course designer Roberto Langabeer is evaluating two sites, Palmetto Dunes and Ocean Greens, for his next golf course. He wants to prove that Palmetto Dunes residents (population 1) play golf more often than Ocean Greens residents (population 2). Roberto commissions a market survey to test this hypothesis. The market researcher used a random sample of individuals from each suburb, and reported the following: ₁ = 16 times per month and ₂ = 14 times per month. Assume that $\sigma$₁= 4 and$\sigma$₂ = 3. With $\alpha$ =.01, the appropriate decision is ___. A) do nothing B) reject the null hypothesis $\sigma$₁

Question

Golf course designer Roberto Langabeer is evaluating two sites, Palmetto Dunes and Ocean Greens, for his next golf course. He wants to prove that Palmetto Dunes residents (population 1) play golf more often than Ocean Greens residents (population 2). Roberto commissions a market survey to test this hypothesis. The market researcher used a random sample of individuals from each suburb, and reported the following: ₁ = 16 times per month and ₂ = 14 times per month. Assume that $\sigma$₁= 4 and$\sigma$₂ = 3. With $\alpha$ =.01, the appropriate decision is ___. A) do nothing B) reject the null hypothesis $\sigma$₁ < $\sigma$₂ C) accept the alternate hypothesis $\mu$₁_- $\mu$₂< 0 D) reject the alternate hypothesis n₁ = n₂ = 64 E) do not reject the null hypothesis $\mu$₁ - $\mu$₂ = 0

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The Answer of Golf course designer Roberto Langabeer is evaluating two sites, Palmetto Dunes and Ocean Greens, for his next golf course. He wants to prove that Palmetto Dunes residents (population 1) play golf more often than Ocean Greens residents (population 2). Roberto commissions a market survey to test this hypothesis. The market researcher used a random sample of individuals from each suburb, and reported the following: ₁ = 16 times per month and ₂ = 14 times per month. Assume that $\sigma$₁= 4 and$\sigma$₂ = 3. With $\alpha$ =.01, the appropriate decision is ___. A) do nothing B) reject the null hypothesis $\sigma$₁ < $\sigma$₂ C) accept the alternate hypothesis $\mu$₁_- $\mu$₂< 0 D) reject the alternate hypothesis n₁ = n₂ = 64 E) do not reject the null hypothesis $\mu$₁ - $\mu$₂ = 0

Golf Course Designer Roberto Langabeer Is Evaluating Two Sites, Palmetto σ\sigmaσ

Golf Course Designer Roberto Langabeer Is Evaluating Two Sites, Palmetto $\sigma$