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A product tester measures four different sizes of bottled water to see if they are filled accurately. The table shows the results. Which sample had the least percent error?


Sample 1


Sample 2


Sample 3


Sample 4


Please Only Answer If You Know For Sure A Product Tester Measures Four Different Sizes Of Bottled Water To See If They Are Filled Accurately The Table Shows The class=

Sagot :

Answer: Sample 4

Step-by-step explanation:

We know that the percent error =[tex]\frac{|\text{actual amount- stated amount}|}{\text{actual amount}}\times100[/tex]

Sample 1

Percent error[tex]=\frac{|20.1-20|}{20.1}\times100=\frac{0.1}{20.1}\times100=0.497512437811\%\approx0.50\%[/tex]

Sample 2

Percent error[tex]=\frac{|31.9-32|}{31.9}\times100=\frac{0.1}{31.9}\times100=0.313479623824\%\approx0.31\%[/tex]

Sample 3

Percent error[tex]=\frac{|35.9-36|}{35.9}\times100=\frac{0.1}{35.9}\times100=0.27.85\%\approx0.28\%[/tex]

Sample 4

Percent error[tex]=\frac{|64.1-64|}{64.1}\times100=\frac{0.1}{64.1}\times100=0.1560062\%\approx0.16\%[/tex]

We can see Sample 4 had the least percent error .

Answer:

Step-by-step explanation: Sample Four had the least percent error