🔒 Closed Statistics and Probability Grade 11 module help.

[AlexanderFV]

Pa help mga boss pls willing to pay po

 

[-LeonardXD-]

wait paps, try ko i-post sa course hero hehe

 

[AlexanderFV]

wait paps, try ko i-post sa course hero hehe

Salamat po kuya

 

[-LeonardXD-]

Salamat po kuya

Check mo na lang po itong thread lagi hehe, update po kita kapag may answer na

 

[AlexanderFV]

View attachment 1837732
Check mo na lang po itong thread lagi hehe, update po kita kapag may answer na

Pa send ng link kuya salamat

 

[-LeonardXD-]

Pa send ng link kuya salamat

I mean, update po kita dito. Post ko na lang po sa comment yung sagot mamaya kapag meron na po. Salamat!

 

[AlexanderFV]

I mean, update po kita dito. Post ko na lang po sa comment yung sagot mamaya kapag meron na po. Salamat!

Okay po salamat po!!

 

[ledin]

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[-LeonardXD-]

AlexanderFV Here na po yung sagot. Good luck to your studies. Aral po nang mabuti

Explanations:
1. For this part, the degrees of freedom is 10 - 1 or 9. So all we need to do is find the intersection of 9 and 5% or 0.05 in a one-tailed table. From the table below this is 1.833

2. For this one, our degrees of freedom is 17-1 or 16. So we find the intersection of 17 and 10% or 0.10 in a two-tailed table. From the table below this is 1.746

3. For this one, our degrees of freedom is 20-1 or 19. Then we find the intersection of 19 and 20% or 0.20 in a two-tailed table. From the table below this is 1.328

4. For this one, our degrees of freedom is 18-1 or 17. Then we find the intersection of 17 and 1% or 0.01 in a one-tailed table. From the table below this is 2.567

5. For this one, our degrees of freedom is 25-1 or 24. Then we find the intersection of 24 and 10% or 0.10 in a two-tailed table. From the table below this is 1.711

6. For this one, to find n, just add 1 to the degrees of freedom so this is 11+1 which is 12. So we find the intersection of 11 and and 1% or 0.01 in a one-tailed table. From the table this is 2.718

7. For this, our n is 23+1 or 24. Then we find the intersection of 23 and 20% or 0.20 in a two-tailed table. From the table this is 1.319

8. For this one, our n is 20+1 or 21. Then we find the intersection of 20 and 10% or 0.10 in a one-tailed table. From the table this is 1.325

9. For this one, our n is 9+1 or 10. then we find the intersection of 9 and 5% or 0.05 in a two-tailed table. From the table this is 2.262

10. For this one our n is 27+1 or 28. Then we find the intersection of 27 and 1% or 0.01 in a one-tailed table. From the table this is 2.473

 

[AlexanderFV]

AlexanderFV Here na po yung sagot. Good luck to your studies. Aral po nang mabuti
View attachment 1837837
Explanations:
1. For this part, the degrees of freedom is 10 - 1 or 9. So all we need to do is find the intersection of 9 and 5% or 0.05 in a one-tailed table. From the table below this is 1.833

2. For this one, our degrees of freedom is 17-1 or 16. So we find the intersection of 17 and 10% or 0.10 in a two-tailed table. From the table below this is 1.746

3. For this one, our degrees of freedom is 20-1 or 19. Then we find the intersection of 19 and 20% or 0.20 in a two-tailed table. From the table below this is 1.328

4. For this one, our degrees of freedom is 18-1 or 17. Then we find the intersection of 17 and 1% or 0.01 in a one-tailed table. From the table below this is 2.567

5. For this one, our degrees of freedom is 25-1 or 24. Then we find the intersection of 24 and 10% or 0.10 in a two-tailed table. From the table below this is 1.711

6. For this one, to find n, just add 1 to the degrees of freedom so this is 11+1 which is 12. So we find the intersection of 11 and and 1% or 0.01 in a one-tailed table. From the table this is 2.718

7. For this, our n is 23+1 or 24. Then we find the intersection of 23 and 20% or 0.20 in a two-tailed table. From the table this is 1.319

8. For this one, our n is 20+1 or 21. Then we find the intersection of 20 and 10% or 0.10 in a one-tailed table. From the table this is 1.325

9. For this one, our n is 9+1 or 10. then we find the intersection of 9 and 5% or 0.05 in a two-tailed table. From the table this is 2.262

10. For this one our n is 27+1 or 28. Then we find the intersection of 27 and 1% or 0.01 in a one-tailed table. From the table this is 2.473 View attachment 1837858 View attachment 1837859 View attachment 1837860 View attachment 1837861 View attachment 1837862 View attachment 1837863 View attachment 1837864 View attachment 1837865 View attachment 1837866 View attachment 1837867

Grabe naman po kuya sobrang thank you talaga ha!!

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Thank you po, may sagot na kuya