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Central Limit Theorem

Central Limit Theorem

Assessment

Presentation

Mathematics

11th Grade

Practice Problem

Hard

Created by

BERNADETTE DUAZO

Used 15+ times

FREE Resource

19 Slides • 12 Questions

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MODULE 11 DAY 02

​Central Limit

​Theorem

Go to joinmyquiz.com and enter the code that will be given.​

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​Opening Prayer:

Our Loving Father, thank You for giving us another opportunity to gather. Bless everyone, that we may be able to achieve, what we need to achieve for this day. Send us Your Holy Spirit, to be our strength and enlightenment in doing our mission. Guide us always. In Jesus' name, we pray. Amen.

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​Opening Prayer:

Merciful Father, be with us today. Send ​

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​Agenda ...

> Central Limit Theorem​

> ​Sampling Distribution

through CLT

> Standard Error and Z-

score​ of the sample mean

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G​

​U

E​

S

S

M

E

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​Rev. Fr. Ramon Caluza

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Open Ended

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Based on our previous discussion, what concept can be applied in our activity? To help you with this, kindly look at the illustration.

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CENTRAL LIMIT THEOREM

  • the distribution of sample means approximates a normal distribution as the sample size gets larger, regardless of the population's distribution​

​Central Limit Theorem

Sampling Distrib using CLT

Standard Error and Z-score

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​By Central Limit Theorem, sampling distribution of the sample mean may be solved using:

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​Central Limit Theorem

Sampling Distrib using CLT

Standard Error and Z-score

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​Standard Error and Z-score of the Sample Mean

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​Central Limit Theorem

Sampling Distrib using CLT

Standard Error and Z-score

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Draw

Kindly draw the probability that the sample has a mean less than 37.75

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A sample size of 22 is randomly selected from a normal population with a mean of 43 and a variance of 26. What is the probability that the sample has a mean less than 37.75?

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​PROGRESS TRACKER:

​Central Limit Theorem

Sampling Distribution using CLT

Standard Error and Z-score of the Sample Mean

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Why do you think it is important for us to act as a true Louisian inside and especially outside the school?

​Reflection ...

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MODULE 11 DAY 02

​Central Limit

​Theorem

Go to joinmyquiz.com and enter the code that will be given.​

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