Asked by maddy 2 years ago

Consider a company that selects employees for random drug tests. The company uses a computer to randomly select employee numbers that range from 1 to 6061. Find the probability of selecting a number less than 1000. Find the probability of selecting a number greater than 1000.

Consider a

maddy

Answered by moduloP 2 years ago

Employee number's less than a thousand are all those whose numbers are 1-999, or 999 employee numbers. The probability is then,

$$P(\text{employee #} \lt 1000) = \frac{999}{6061} \approx 0.165$$

Again the employee numbers that are greater than a thousand are all those numbers 1001 through 6061,

$$P(\text{employee #} \gt 1000) = \frac{6061-1001}{6061} \approx 0.835$$

**Excerpt from file: **BSA310 McBrideFinancialMarketingPlan UniversityofPhoenix Name:xxxxxxxx Date:xxxxxxx McBrideFinancial McBrideFinancialisafastgrowingorganizationwithplanstoopenatotaleight officeslocatedinIdaho,Montana,Wyoming,SouthandNorthDakota.Serviceswill

**Filename: **
BSA 310 Week 4, Individual Assignment - McBride Marketing Plan.doc

**Filesize: **
< 2 MB

**Downloads: **
0

**Print Length: **
6 Pages/Slides

**Words: **
NA

Surround your text in `*italics*`

or `**bold**`

, to write a math equation use, for example, `$x^2+2x+1=0$`

or `$$\beta^2-1=0$$`

Stats

Views: 146

Asked: 2 years ago