Math  /  Data & Statistics

QuestionFind p^,x\hat{p}, x, and EE in DEF D. Lower Bound:0.134, Upper Bound:0.326, n=1000n=1000 E. Lower Bound:0.415, Upper Bound:0.537, n=454n=454 F. Lower Bound:0.831, Upper Bound:0.861, n=766

Studdy Solution
Calculate xx for F:
xF=p^F×n=0.846×766648x_F = \hat{p}_F \times n = 0.846 \times 766 \approx 648
The calculated values are: - For D: p^D=0.23\hat{p}_D = 0.23, xD=230x_D = 230, ED=0.096E_D = 0.096 - For E: p^E=0.476\hat{p}_E = 0.476, xE=216x_E = 216, EE=0.061E_E = 0.061 - For F: p^F=0.846\hat{p}_F = 0.846, xF=648x_F = 648, EF=0.015E_F = 0.015

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