Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!
Hey Tonet! Why are you still here? Its late, lets go home together!
Hello Ate Lina, I'm kinda shy but I am a bit confused about something. hehe Would you mind if i ask you?
We're sisters, so go ahead. About what?
About the recent lesson in Statistics, specifically the appropriate tool to use. hehe
Let's take a seat first and tackle about that.
I a confused with what appropriate tool to use when a specific matter is givem.
Thankyou so much, Ate Lina! I a just havng a hard time with that. huhu, tell me more pls.
Oh that? I am confused with that, too. But I got it now, let me share you my learnings!
There's actually an easy way to get it. you actually don't need to memorize every word but those highlights only.
.
So, first remember n, whether it is greater than or equal to 30 or less than 30
And after that, observe the standard deviation or even variance is given.
Under n≥30, if the standard deviation or variance is known and given, Z-test is the appropriate to use.
While on the other hand, under n30, if standard deviation or variance is given, Z - Test is still applicable.
But if n30 and the standard deviation or variance is not known, then we must use T -Test.
I knew you'll get it, but wait! There's more!
OMG Ate Lina! I got it! I got it! You're so great!
Another one is the CLT or Central Limit Theorem
Yes, of course! But it'll be better if you explain it to me further. hehe
Ok ok, so here it is.
In CLT, population may not be normally distributed, note it!
In here, n≥30 or considered sufficiently large
And here, variance is either known or not. But this time, we can use z-test by replacing
σ by sample standard deviation in the formula.
Thankyou so much Ate Lina! I learned a lot plus I really enjoyed and treat this as our bond! God bless us all!
Thankyou po!