SOLVING WORD PROBLEMS INVOLVING PERMUTATIONS AND COMBINATIONS || GRADE 10 MATHEMATICS Q3

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References:
Nivera, G. C. (2015), Grade 10 Mathematics: Pattern and Practicalities. Don Bosco Press Inc. Makati City, Philippines.
Mathematics Grade 10 Learner's Module (2015). Department of Education
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[@wowmath2020]

Correction po sa last example, dapat po 967,680 ways. Thank you po.

[@dennisgalasao902]

Sir pano po nakuha yung 40,320 sa problem number 3?

[@dennisgalasao902]

Sir pano nyu po na evaluate yung 8

[@user-wu5zr5vo7e]

8! Boss kaya nakuha ang 40,320

[@hannaheuniceabatay4596]

mali rin po yung problem 4

[@pakyuka4695]

Sir, tanongko lmg po, hindi po ba i-titimes sa 2 ang 967,680 ways.kasi pede silamg baligtaran?

[@user-il6et9jf3q]

SASABog na utak ko kakasahot, glad I found this:)

[@gachachannel4030]

Thankyou for Teaching Us. ☺️ Teachers

[@driveincrystals1648]

Thank you so much. It's such a help! Super clear din po yong explanation mo definitely learned something!

[@cvochannel4046]

thanks a lot... it helps

[@godwinclement7520]

THANK YOU SO MUCH, I REALLY LEARNED A LOT. I CAN NOW GO AHEAD AND FINISH MY HOMEWORK ASSIGNMENT. Stay Well and GOD BLESS.

[@pearljoyparoginog3055]

Thank you po Sir.

[@straystay5204]

Thank you po sir! Wow Math💖

[@wowmath2020]

Welcome 😊

[@janestudio426]

Ty Po sir 🥰

[@cal220]

Thank you po:)

[@zandhyzaspa1195]

Done!

[@user-wu5zr5vo7e]

Sir next time po pwede po palagyan na sasagutan heheheh salamat po

[@RochelleRetanan]

Thankyouuu so much teacher

[@wowmath2020]

You are very welcome

[@juliannealma7736]

THANK YOU PO SIR! GRABI SOBRANG NAINTIDIHAN KO PO YUNG MGA LESSONS😍

[@dennisgalasao902]

Pano po nakuha yung 40,320 sa problem number 3?????

[@user-wu5zr5vo7e]

8! Po boss dennisgalasao

[@chindy6604]

Sir ano pong magandang calculator na magagamit po talaga? Hanggang college

[@shinhyuna1427]

thank youuuu po😭😭😭

[@romaliefayeespedido6973]

Thank you po sir for clear explanations! I've learned a lot 👌

[@kylewc2286]

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

[@rowsyygaming9641]

Sir ask lang po pano po mag Rephrase ng sentences para maging combination po?
Sana po mapansin nio to sir😭💕💕

[@janestudio426]

Same :

[@carljustinepaca9964]

Give 5 examples of word problems involving permutation with your complete solutions

[@felicityvilla6004]

Thanks po ❤️

[@jennyjanegarga4501]

Sir ask ko po paano po pag ganito yung problems.. how many arrangements can be made using the of the word MISSISSIPPI?

[@wowmath2020]

panoorin mo yung video lesson about distinguishable permutations
czcams.com/video/Le1m4nJth5Y/video.html

[@jeromevalenzuela4471]

hi sir medon poba kayo nung real situation problem

[@kristellesiggayo6964]

patulong HAHAHAHHAA sir

[@justinebarcibal1485]

pano po naging 4320?

[@cherrysantiago1417]

Sir#Wowmath sir pasagot Naman po need ko Lang po talaga.🥺🙏 paano po nakuha sa #1 Yung 4320 Yun Lang po Hindi ko naintindihan.

[@geraldomagpantay9237]

ElGeraldMagpantay
10 Boron
Mam vilma Baccay
March7 2022

[@ishmael.l126]

Sir dapat po 38,916,800

[@cherrysantiago1417]

Sir. Paano po nakuha sa #1 Yung 4320 Hindi ko Kasi naiintindihan sir. Pa help Naman po.

[@shraynajurolan9272]

Sir pano po naging 5,040 ways ang P=(8-1)!=7! ???

[@bryceloski9701]

7!=7×6×5×4×3×2×1=5040. The product of all the positive integers from n to 1. Thank me later Lipatanian

[@bababooey2436]

7:26 saan po nanggaling ang 880, sir?

[@matematikapinoy9094]

9*8*7*6*5*4*3*2*1=362,880 dun nanggaling yun

[@gemalyncortez5463]

San po nanggaling ung 4320? salamat

[@temujinakim9606]

saan mo nkuha sir ang 4320?

[@mykajumawan4227]

Sir paano po naging 362,880? Sa problem solving number 1 po? Sana mapansin ninyo , thank you po ❤️

[@willingaxiescholarship7568]

Yung" 9! "
Kapag inilustrate mo yung 9!
Ganito yan :
9x8x7x6x5x4x3x2x1
=362,880
Sana maintindiahn mo labyu❤️❤️

[@cherrysantiago1417]

@@willingaxiescholarship7568 yung 4320 paano po Yun nakuha sa #1 question yun Lang po Kasi Hindi maintindihan.

[@rhonsuliva1501]

sir correction po sa last example dapat po 8!4!2! ? Kc po ung 2 groups may 2! ways pa.

[@cjayvillanueva1372]

oonga

[@cjayvillanueva1372]

or is it because circular permutations baka magiging 8! • 4! • (2-1)!

[@cristelondajare9507]

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❤️

[@josephinebasilan8085]

Kac 3×2×1×2×1×2×1×1 miss, kailangan mo munang ifactor out ung kada factorial numbers then multiply mo silang lahat

[@cristelondajare9507]

@@josephinebasilan8085 thank you po, for answering my question!!🤍

[@cjayvillanueva1372]

sa last part, hindi po ba dapat 8! • 4! •2! ?

[@kernelcuarte7235]

11:22 po pano po naging 24 yun?

[@blueberiii4861]

di ko talaga gets kung pano isosolve pag ung condition is "majority"

[@josephinebasilan8085]

Sir, mali ata computations nyo sa problem 5? Baka po 967,680 ways at hindi 967,880? Correct me if i'm wrong po

[@jendeuk1989]

Rightt? ganiyan din lumabas sakin -- 967,680

[@wowmath2020]

@@jendeuk1989 yes tama po ang sagot nyo.

[@kristellesiggayo6964]

Wow math ,I HATE MATH HAHAHAHAHAHHAHA

[@gachachannel4030]

Dali dali niyan ate. Kakaloka

[@shraynajurolan9272]

Sir pano po naging 967,880 ways? 😭

[@bryceloski9701]

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😉

[@chindy6604]

Sir saan po nanggaling ung 45.44.43.42.41??(sana po masagot)

[@carrrr854]

Factorial sa 45 nag stop lang sa 41 kse difference sya nang (45-4)

[@user-rm7jp7cu1b]

Problem 4 was solved wrongly. It wasn't permutation, it was combination. What a terrible mistake.💯

[@isjckwn]

kaya po naging 4320 kasi
3!
= 3x2x1
= 6
6!
= 6x5x4x3x2x1
= 720
720 x 6 = 4320

[@kristelcasaul4738]

Sir ano po fb nyo? HAHAHAHAHA

[@lovebuckets1738]

sabi mo pag may chosen combination yun? mali mali ka naman eh

[@christinapayumo5871]

gulo

[@pjserna2006]

Easy lang