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The weeny demand for petroleum of a 1ocal gar station in thourana pilens ie given by: flo) = 48 ( x- ) (4-x), *<1 The gar stanon ir filed with capacity of 940L every Monday 1. Wnat ir the pobablity that the gar station runs out oF gos in that particuar week

The weeny demand for petroleum of a 1ocal gar station in thourana pilens ie given by: flo) = 48 ( x- ) (4-x), *<1 The gar stanon ir filed with capacity of 940L every Monday 1. Wnat ir the pobablity that the gar station runs out oF gos in that particuar week

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 28RE
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The weekly demand for petroleum of a 1ocal gar station in thourana jitens ie given by: fio=48 (x-출) (4-x), <x<1 The gar staion is filled with capacity of 940L every Monday 1. What ir the pobability that the gas staton runs out oF gos in that parki cuiar week ? 2. wnat is the probobility that the gar tahon consumes 250- 700 litens in one week ? 3. wnat is me probability that the gar etakon conumes mort than 600 L in one week? 1. wnot ir the pobobility that the gar rtation would uwtill nave 50 L of gasoline at the end at one week operation ? find the mean thus gas consumphon of the gar rtohon per week, the varionce, ond 5. the whandard deviation.
Transcribed Image Text:The weekly demand for petroleum of a 1ocal gar station in thourana jitens ie given by: fio=48 (x-출) (4-x), <x<1 The gar staion is filled with capacity of 940L every Monday 1. What ir the pobability that the gas staton runs out oF gos in that parki cuiar week ? 2. wnat is the probobility that the gar tahon consumes 250- 700 litens in one week ? 3. wnat is me probability that the gar etakon conumes mort than 600 L in one week? 1. wnot ir the pobobility that the gar rtation would uwtill nave 50 L of gasoline at the end at one week operation ? find the mean thus gas consumphon of the gar rtohon per week, the varionce, ond 5. the whandard deviation.
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