6 December 5-9, 2016 Ok

School

DAILY LESSON LOG

Teacher STATISTICS & PROBABILITY 

I. OBJECTIVES A# Co"!e"! S!a"dard' B# Per7ora"ce S!a"dard' C# Lear"%" Co9e!e"c%e'< O:=ec!%ve' (6r%!e !he LC Code 7or each)

CCNHS – SENIOR HIGH SCHOOL DEPARTMENT (SHS) ENGR# CESAR M# DEL ROSARIO $R#

Teach%" Da!e' a"d DECEMBER *+, -./ 0 T%e Mo"da1*2r%da1

MONDAY

T5ESDAY

GRADE 

STATISTICS AND PROBABILITY 

34ar!er THIRD

6EDNESDAY

TH5RSDAY

2RIDAY  

The lear"er %' a:le !o a99l1 '4%!a:le 'a9l%" a"d 'a9l%" d%'!r%:4!%o"' o7 !he 'a9le ea" !o 'olve real*l%7e 9ro:le' %" d%;ere"! d%'c%9l%"e'# A! !he e"d o7 !he le''o", !he lear"er 4'! :e a:le !o0

A! !he e"d o7 !he le''o", !he lear"er 4'! :e a:le !o0

1. illustrate random sampling & 1. identi"# di$erent t#pes o"  random probabilit# 2. distinguish between parame sampling% s#stemati! sampling and nonrandom ter and statisti!.  probabilit# sampling.

A! !he e"d o7 !he le''o", !he lear"er 4'! :e a:le !o0 1. illustrate the !entral  limit theorem.

A! !he e"d o7 !he le''o", !he lear"er 4'! :e a:le !o0 1. dene the sampling distribution o" the sample mean "or  normal population when the 'arian!e is( )a* +nown )b* un+nown

M<-SP*IIId*?

M<-SP*IIId*

M<-SP*IIIc*>*c

Sampling and Sampling -istributions

Sampling and Sampling -istributions

Sampling and Sampling -istributions

Sampling and  Sampling -istributions

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1. Elementary Statistics (8th Ed.)  pp. 9-33 2. Introductory Statistics (7th Ed.)  pp. 301

1. Elementary Statistics (8th Ed.)  pp. 9-33 2. Introductory Statistics (7th Ed.)  pp. 301

1. Elementary Statistics (8th Ed.)  pp. 30-311 2. Introductory Statistics  pp. 2!9-2""

III. E/0,I, 0ESO0CES A# Re7ere"ce' 1. Teacher’s Guide pages 2. Learner’s Materials pages 3. Textbook pages

S!ra "d

The lear"er deo"'!ra!e' 4"der'!a"d%" o7 8e1 co"ce9!' o7 'a9l%" a"d 'a9l%" d%'!r%:4!%o"' o7 !he 'a9le ea"#

M<-SP*IIId*M<-SP*IIId*- a"d d*>

II. CO,TE,T 

T% e

Grade level Lear"%" Area

1. Elementary Statistics (8th Ed.)  pp. 312-327 2. Introductory Statistics (7th Ed.) pp. 2"7-283

4. Additional Materials ro! Learning "esource #L"$ portal B# O!her Lear"%" Re'o4rce'

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IV. 30OCE-0ES A# Rev%e@%" 9rev%o4' le''o" or 9re'e"!%" !he "e@ le''o" B# E'!a:l%'h%" a 94r9o'e 7or !he le''o"

C# Pre'e"!%" ea9le'< %"'!a"ce'

Rev%e@ !he co"ce9!' d%'c4''ed d4r%" !he r'! d%'c4''%o"

Rev%e@ !he co"ce9!' d%'c4''ed d4r%" !he r'! d%'c4''%o"

Rev%e@ !he co"ce9!' d%'c4''ed d4r%" !he r'! d%'c4''%o"

Rev%e@ !he co"ce9!' d%'c4''ed la'! ee!%"

%ormula and concepts o&' -andom Samplin -*opulation and sample -*arameter and statistic E4ample(

%ormula and concepts' -andom Samplin -Systematic Samplin -+on-random Samplin E4ample(

Interpretation o& the' -Standard +ormal ,ure

%indin the standard score and the ien alue i& the area is ien'

5igures(

E@ample'

/ocality'

Stratied Samplin'

 Now we reverse this procedure

,alayo ,ity  +o. o& aranays  1!7 +o. o& i nhaitants1!003!00 *opulation (+)  1!7000 n

S:: no. o& pop. sample units ;I< !00 !0 =I< 2!00 2!0 /I< 7000 700

%indin the :rea >nder the Standard +ormal ?istriution ,ure'

share .0! .2! .70

usin Sloins %ormula' 1000

n  + 4 ( 1 5 + e6 ) #4r' +  population n  sample e  marin o& error  rane &rom 1 to 10  esult' n  1000 indiiduals

 

+  10000 n1000

,luster Samplin' (eoraphical)   :rea no. o& pop. sample units  :#an 1000 200 ,armen 1000 200

share .20 .20

*::=EE  1!7000 S:ISI,  1000

Aalud 200 *ayahan 200 ?aum 200

1000 1000

E# D%'c4''%" "e@ co"ce9!' a"d 9rac!%c%" "e@ '8%ll' 2# Develo9%" a'!er1 (Lead' !o 2ora!%ve

Con!epts( 1.* 3opulation 6 this re&ers to the totality o& oBects indiiduals reactions or oserations hain a uniCue comination o& Cualities. 2.* Sample  this is the representatie  part4portion o& the  population. 7.* 3arameter   the alue otained &rom the  population.  8.* Statisti!s  the alue otained &rom the sample. 9.* 0andomi:ation  the oBects in the roup has an eCual chance to e selected or chosen.

3roperties )!ontinue the !on!ept abo'e* 0e!itation(

.20

1000

   

D# D%'c4''%" "e@ co"ce9!' a"d 9rac!%c%" "e@ '8%ll' 

.20

.20

+!000 +1000

Con!epts( 1.* 0andom Sampling  type o& samplin in #hich the indiiduals #ill hae an eCual  proaility o& ein selected. a.) /ottery =ethod (raDe) .) ossin a coin c.) ollin a die d.) Alind&olded =ethod e.) ale o& andom +umers - :+  in the calculator  2.* S#stemati! Sampling F type o& samplin in #hich the choosin o& rst no. is y random &ollo#ed y the succeedin nos. a.) Stratied Samplin .) ,luster Samplin c.) =ulti-stae Samplin 7.* ,onrandom Sampling a.) *urposie Samplin .) Guota Samplin c.) ,onenience Samplin Con!epts( )!ontinue the !on!ept abo'e* 3roblems(

Con!epts(

Con!epts(

3roblems( )!ontinue the !on!ept abo'e*

Con!epts( )!ontinue the !on!ept abo'e*

3roblem(

3roblem(

A''e''e"! -) G# 2%"d%" 9rac!%cal a99l%ca!%o"' o7 co"ce9!' a"d '8%ll' %" da%l1 l%v%" H# Ma8%" e"eral%a!%o"' a"d a:'!rac!%o"' a:o4! !he le''o" I# Eval4a!%" lear"%"

A99l%ca!%o"0


;uestions(

A99l%ca!%o"0 (Same applications as  preiously discussed) ein&orce the sills practiced.

A99l%ca!%o"' 1.) Hil and lue serice &or cars 2.) /i&e o& atteries ein&orce the concepts discussed and sills practiced# 3roblems(

A99l%ca!%o"' (Same applications as  preiously discussed)

3roblem(

A) Find the following probabilities for  the standard normal curve.

 $# Add%!%o"al ac!%v%!%e' 7or a99l%ca!%o"

V. 0E=/0>S VI. 0E5ECTIO, A# No# o7 lear"er' @ho ear"ed .F %" !he eval4a!%o"# B# No# o7 lear"er' @ho re4%re add%!%o"al ac!%v%!%e' 7or reed%a!%o" @ho 'cored :elo@ C# D%d !he reed%al le''o"' @or8 No# o7 lear"er' @ho have ca4h! 49 @%!h !he le''o"# D# No# o7 lear"er' @ho co"!%"4e !o re4%re reed%a!%o"# E# 6h%ch o7 1 !each%" '!ra!e%e' @or8ed @ell

 /ssignment<0esear!h wor+(

NO SCHED5LE

Instruction' %ind the &ollo#in  proailities &or the standard normal cure.

3roblem(

6h1 d%d !he'e @or8 2# 6ha! d%c4l!%e' d%d I e"co4"!er @h%ch 1 9r%"c%9al or '49erv%'or ca" hel9 e 'olve G# 6ha! %""ova!%o" or local%ed a!er%al' d%d I 4'e
Che!+ed b#(

CES/0 =. -E 0OS/0IO J0.% CE S@S T1

E0?I, . 30CI/% -/ @ead% CC,@SS@S

/ppro'ed(

C/IC> -. /00IET/% 3h3rin!ipal I