A grocery store wants to know if a display of cranberries near the entrance to the store increases the proportion of shoppers who buy them. To determine this they first flip a coin each morning to decid whether they place the cranberries near the entrance that day or locate them in their customary place in the produce section. Then they take a random sample of shoppers for several days and calculate P₁ = the proportion of shoppers who buy cranberries when they are near the store entrance, and P₂ he proportion of shoppers who buy cranberries when they are in their customary spot. Which of th Following is a correct set of hypothesis for the appropriate test of significance? =) H: P₁-P₂ = 0; H.: P.-P₂ #0 H₂P₁ P₂ = 0; H₂: P₁ – P₂ > 0 Ho: P.-P₂>0; H₂ : P₁-P₁ = 0 H₁: P₁-P₂ = 0; H.: P.-P₂ #0

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6. A grocery store wants to know if a display of cranberries near the entrance to the store increases the
proportion of shoppers who buy them. To determine this they first flip a coin each morning to decide
whether they place the cranberries near the entrance that day or locate them in their customary place
in the produce section. Then they take a random sample of shoppers for several days and calculate
P₂
PL=1
the proportion of shoppers who buy cranberries when they are near the store entrance, and
the proportion of shoppers who buy cranberries when they are in their customary spot. Which of th
following is a correct set of hypothesis for the appropriate test of significance?
Ho: p₁-P₂ = 0; H. : P₁ - ₂ #0
(a)
(b)
H₁: P₁-P₂ = 0; H. : P₁ P₂ > 0
Ho: P.-P₂>0; H₂: P₁-P₁ = 0
(d) H₁: P₁-P₁ = 0; H₂ : P₁ - P₂ #0
H₂: P₁-P₂=0, H.: P.-P₂ > 0
(e)
Transcribed Image Text:6. A grocery store wants to know if a display of cranberries near the entrance to the store increases the proportion of shoppers who buy them. To determine this they first flip a coin each morning to decide whether they place the cranberries near the entrance that day or locate them in their customary place in the produce section. Then they take a random sample of shoppers for several days and calculate P₂ PL=1 the proportion of shoppers who buy cranberries when they are near the store entrance, and the proportion of shoppers who buy cranberries when they are in their customary spot. Which of th following is a correct set of hypothesis for the appropriate test of significance? Ho: p₁-P₂ = 0; H. : P₁ - ₂ #0 (a) (b) H₁: P₁-P₂ = 0; H. : P₁ P₂ > 0 Ho: P.-P₂>0; H₂: P₁-P₁ = 0 (d) H₁: P₁-P₁ = 0; H₂ : P₁ - P₂ #0 H₂: P₁-P₂=0, H.: P.-P₂ > 0 (e)
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