Question in problem no.4 Is it really a permutation? it only stated "4 officers", and doesn't specifically stated the positions. It is stated as a set. So its just like a problem where instead of "officer" a "committee" is involve. With this, for me its combination
10:53 - 11:02 Sir bakit po ganun? Ba't po naging 24 imbes na 12 po? Paano po naging 24? Nalilito lang po ako, if mareplayan nyo po thank you in advance po❤️
Actually yung answer 967,680 nagkamali po si sir pero nakuha nya to sa 8!=8×7×6×5×4×3×2×1=40,320 and 4!=4×3×2×1=24 and i-multiply lang ang mga results 40,320×24=967,680 yan na ang answer. Thank me babaeng hamster sa ATHENA😉
Correction po sa last example, dapat po 967,680 ways. Thank you po.
Sir pano po nakuha yung 40,320 sa problem number 3?
Sir pano nyu po na evaluate yung 8
8! Boss kaya nakuha ang 40,320
mali rin po yung problem 4
Sir, tanongko lmg po, hindi po ba i-titimes sa 2 ang 967,680 ways.kasi pede silamg baligtaran?
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Question
in problem no.4
Is it really a permutation?
it only stated "4 officers", and doesn't specifically stated the positions. It is stated as a set.
So its just like a problem where instead of "officer" a "committee" is involve.
With this, for me its combination
Sir next time po pwede po palagyan na sasagutan heheheh salamat po
Thank you po sir! Wow Math💖
Welcome 😊
Thank you po Sir.
THANK YOU PO SIR! GRABI SOBRANG NAINTIDIHAN KO PO YUNG MGA LESSONS😍
Pano po nakuha yung 40,320 sa problem number 3?????
8! Po boss dennisgalasao
Done!
Ty Po sir 🥰
thanks a lot... it helps
Sir ano pong magandang calculator na magagamit po talaga? Hanggang college
Thank you po:)
Sir ask lang po pano po mag Rephrase ng sentences para maging combination po?
Sana po mapansin nio to sir😭💕💕
Same :
Thank you po sir for clear explanations! I've learned a lot 👌
Give 5 examples of word problems involving permutation with your complete solutions
sir correction po sa last example dapat po 8!4!2! ? Kc po ung 2 groups may 2! ways pa.
oonga
or is it because circular permutations baka magiging 8! • 4! • (2-1)!
7:26 saan po nanggaling ang 880, sir?
9*8*7*6*5*4*3*2*1=362,880 dun nanggaling yun
San po nanggaling ung 4320? salamat
saan mo nkuha sir ang 4320?
Sir ask ko po paano po pag ganito yung problems.. how many arrangements can be made using the of the word MISSISSIPPI?
panoorin mo yung video lesson about distinguishable permutations
th-cam.com/video/Le1m4nJth5Y/w-d-xo.html
hi sir medon poba kayo nung real situation problem
ElGeraldMagpantay
10 Boron
Mam vilma Baccay
March7 2022
10:53 - 11:02
Sir bakit po ganun? Ba't po naging 24 imbes na 12 po? Paano po naging 24? Nalilito lang po ako, if mareplayan nyo po thank you in advance po❤️
Kac 3×2×1×2×1×2×1×1 miss, kailangan mo munang ifactor out ung kada factorial numbers then multiply mo silang lahat
@@josephinebasilan8085 thank you po, for answering my question!!🤍
Sir pano po naging 5,040 ways ang P=(8-1)!=7! ???
7!=7×6×5×4×3×2×1=5040. The product of all the positive integers from n to 1. Thank me later Lipatanian
pano po naging 4320?
Sir paano po naging 362,880? Sa problem solving number 1 po? Sana mapansin ninyo , thank you po ❤️
Yung" 9! "
Kapag inilustrate mo yung 9!
Ganito yan :
9x8x7x6x5x4x3x2x1
=362,880
Sana maintindiahn mo labyu❤️❤️
@@willingaxiescholarship7568 yung 4320 paano po Yun nakuha sa #1 question yun Lang po Kasi Hindi maintindihan.
Sir#Wowmath sir pasagot Naman po need ko Lang po talaga.🥺🙏 paano po nakuha sa #1 Yung 4320 Yun Lang po Hindi ko naintindihan.
Sir dapat po 38,916,800
11:22 po pano po naging 24 yun?
thank youuuu po😭😭😭
Thanks po ❤️
sa last part, hindi po ba dapat 8! • 4! •2! ?
Sir. Paano po nakuha sa #1 Yung 4320 Hindi ko Kasi naiintindihan sir. Pa help Naman po.
patulong HAHAHAHHAA sir
kaya po naging 4320 kasi
3!
= 3x2x1
= 6
6!
= 6x5x4x3x2x1
= 720
720 x 6 = 4320
Sir pano po naging 967,880 ways? 😭
Actually yung answer 967,680 nagkamali po si sir pero nakuha nya to sa 8!=8×7×6×5×4×3×2×1=40,320 and 4!=4×3×2×1=24 and i-multiply lang ang mga results 40,320×24=967,680 yan na ang answer. Thank me babaeng hamster sa ATHENA😉
Problem 4 was solved wrongly. It wasn't permutation, it was combination. What a terrible mistake.💯
Wow math ,I HATE MATH HAHAHAHAHAHHAHA
Dali dali niyan ate. Kakaloka
di ko talaga gets kung pano isosolve pag ung condition is "majority"
Sir saan po nanggaling ung 45.44.43.42.41??(sana po masagot)
Factorial sa 45 nag stop lang sa 41 kse difference sya nang (45-4)
Sir, mali ata computations nyo sa problem 5? Baka po 967,680 ways at hindi 967,880? Correct me if i'm wrong po
Rightt? ganiyan din lumabas sakin -- 967,680
@@jendeuk1989 yes tama po ang sagot nyo.
sabi mo pag may chosen combination yun? mali mali ka naman eh
Sir ano po fb nyo? HAHAHAHAHA
gulo
Easy lang