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Below how many kilograms of farm products can you find the lightest 20% of her minivan's trips from the farm to the market? * = (0.85) (30) + 520 x = (-0.84) (30) + 520 * = (-0.85) (30) + 520 (0.84) (30) + 520

Below how many kilograms of farm products can you find the lightest 20% of her minivan's trips from the farm to the market? * = (0.85) (30) + 520 x = (-0.84) (30) + 520 * = (-0.85) (30) + 520 (0.84) (30) + 520

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Claire has a minivan, with a maximum loading capacity of 600 kilograms (kg), which she uses to transport farm products to the market. Based on her several years of experience as a middle person, the amount of farm products that she transports for each trip to the market is normally distributed with µ = 520 kg and σ= 30 kg. Below how many kilograms of farm products can you find the lightest 20% of her minivan's trips from the farm to the market? (0.85) (30)+520 x = (-0.84) (30) + 520 x=(-0.85) (30) + 520 * = (0.84) (30) + 520
Transcribed Image Text:Claire has a minivan, with a maximum loading capacity of 600 kilograms (kg), which she uses to transport farm products to the market. Based on her several years of experience as a middle person, the amount of farm products that she transports for each trip to the market is normally distributed with µ = 520 kg and σ= 30 kg. Below how many kilograms of farm products can you find the lightest 20% of her minivan's trips from the farm to the market? (0.85) (30)+520 x = (-0.84) (30) + 520 x=(-0.85) (30) + 520 * = (0.84) (30) + 520
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