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Get your bearings A large container of ball bearings has mean diameter 2.5003 centimeters (cm). This is within the specifications for acceptance of the container by the purchaser. By chance, an inspector chooses 100 bearings from the container that have mcan diaineler 2.5009 cm. Because this is outside the specificd limits, the container is mistakenly rejected.

The parameter is____=_____
The statistic is _____=_____

Options:
A u/q looking thing (my phone doesn't have it)
x-bar
2.5003
2.5009​

Get your bearings A large container of ball bearings has mean diameter 25003 centimeters cm This is within the specifications for acceptance of the container by class=

Respuesta :

Answer:

your answers are

m=2.5003

and

x=2.5009

Step-by-step explanation:

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The parameter and the statistic respectively of the given distribution are;

Parameter; μ = 2.5003

Statistic; x-bar = 2.5009

Parameter and Statistic

We are told that;

  • Population mean diameter; μ = 2.5003 cm
  • Sample Mean diameter; x-bar = 2.5009 cm

Now, a parameter is defined as any measured quantity of a statistical population that describes an aspect of the population, such as a mean or standard deviation. These parameters are usually those that define the population such as population mean and population standard deviation.

However, the statistic is the number that describes a sample e.g, sample mean and sample standard deviation.

Read more about Parameter and statistic at; https://brainly.com/question/4630765

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