Proportion of females in the relevant labor market: P(pop) = 51% (.51) Proportion of females among hired: P(obs) = 6/37 = .16 N=24 My math is below: z = .16-.51/SR.51*((1-.51)/24) .16-.51 = -.35 1-.51 = .49 .49/24 = .020 .51*.020 = .0102 SR .0102 = .101 -.35/.101 = -3.47 Z = -1.42
Proportion of females in the relevant labor market: P(pop) = 51% (.51) Proportion of females among hired: P(obs) = 6/37 = .16 N=24 My math is below: z = .16-.51/SR.51*((1-.51)/24) .16-.51 = -.35 1-.51 = .49 .49/24 = .020 .51*.020 = .0102 SR .0102 = .101 -.35/.101 = -3.47 Z = -1.42
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.5: The Binomial Theorem
Problem 22E
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- Proportion of females in the relevant labor market: P(pop) = 51% (.51)
- Proportion of females among hired: P(obs) = 6/37 = .16
- N=24 My math is below:
- z = .16-.51/SR.51*((1-.51)/24)
- .16-.51 = -.35
- 1-.51 = .49
- .49/24 = .020
- .51*.020 = .0102
- SR .0102 = .101
- -.35/.101 = -3.47
- Z = -1.42
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