I run a clinic. I vaccinated 1,344 people last woele. TheCould ever vaennate is 2,80marimum nunaber of people Ipeople per week . I can effectnely raccinete 14o0 nerweek surtainably - I work Toays a week and capacityis the same $lnt ecch day of the weekperof 'the weekWhat was Myeffective Utilization last week? Anwer to tuodec percent sign (egi0.3341 or33.41% becomes33,41)ormali & answer without the33.41

Name: I run a clinic. I vaccinated 1,344 people last woele. TheCould ever v
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Description: I run a clinic. I vaccinated 1,344 people last woele. TheCould ever vaennate is 2,80marimum nunaber of people Ipeople per week . I can effectnely raccinete 14o0 nerweek surtainably - I work Toays a week and capacityis the same $lnt ecch day of the w

Utilization is numerically equal to the ratio of actual output to the capacity. There are two types…

Math

Advanced Math

I I run a clinic. I vaccinated 1,344 people last woelk. The maximum number of people I Could ever vaeinnate is 2,800 people per week I can effectuel y raccinete 1400 per week surtainobly - I work 7oays a week and capait. is the same Gone each day of the week . what was my effective Utilization last week ? Anwer to tus decimals & awwer without the percent sign (egi03341 or 33.41% become 33.41)

I I run a clinic. I vaccinated 1,344 people last woelk. The maximum number of people I Could ever vaeinnate is 2,800 people per week I can effectuel y raccinete 1400 per week surtainobly - I work 7oays a week and capait. is the same Gone each day of the week . what was my effective Utilization last week ? Anwer to tus decimals & awwer without the percent sign (egi03341 or 33.41% become 33.41)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 67E

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Persons having Raynaud's syndrome are apt to suffer a sudden impairment of blood circulation in fingers and toes. In an experiment to study the extent of this impairment, each subject immersed a forefinger in water and the resulting heat output (cal/cm2/min) was measured. For m = 9 subjects with the syndrome, the average heat output was x = 0.65, and for n = 9 nonsufferers, the average output was 2.03. Let μ1 and μ2 denote the true average heat outputs for the sufferers and nonsufferers, respectively. Assume that the two distributions of heat output are normal wit
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