How to Solve Rational Equations? General Mathematics
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- Опубликовано: 5 окт 2024
- Solving Rational Equations
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Correction... for the second example the original denominator is x² - 25 that is why the factors are (x+5)(x-5)
That's why i got confused early on. Immmediately went into comsec and gladly there's a correction.
kinabahan po ako😮💨 babalik pa po sana ako sa factoring polynomials
I thought sir you will not make any correction regarding the given binomial (x^2-25)😁 the first time i saw it and you give the factor, i know there is something wrong about the given. But then, thank you Sir you've noticed it and make some correction about the given😇 salute you Sir.
Sir saan Po kihuna yang "(x-5)" (x+5) sa denominator ng x-3 (bracket)
@@cyrenjeanolaso7307 x^2-25 siya so inexpand lang yan ni sir into (x-5)(x+5)
Thank you very much po as a G11 stem this helps me alot 😭 yung teacher kasi namin sa gen math nag rarap kung mag discuss 😭
same, may i know the lastname po?
Lmaoooo trueee
@@cxtinctbawal po mag bigay ng pangalan sa internet baka kasi mahack
Genuinely Thank you po sir! I was scratching my head before watching this video.
on the fist example, you can also do cross multiply method
Thank you sir!
You are welcome!
Simplest way is you will cross multiply then simplify
1:38 pick up
Thank you sir!❤️
Thank you, sir!
Welcome po
I was hoping po na mayroon kang "to check:" since kailangan yun sa test namin pero this is super helpful na, thank you po!!
Madali lang po Yun pag nakuha napo ninyo Yung value Ng x lahat Ng x SA equation is palitan niyo lang po nong nakuha niyo na value SA x 😊
Thank you sir, it helps me a lot in understanding the rational equations. I wanted to learn more!
keep on watching our vids
@@MathTeacherGon sir how to do the checking?
thankyou sir❤
Welcome po
Thank you, Sir!❤️
My pleasure!
Thank you sir, perfect💯
thankyouu for everything in my life sir!
thank you sir
Most welcome
Thank you so much po I hope you will help more students this days
Thank you, Sir!💞💞
Thanks
Welcome
Thank you Teacher God. i didn't listen to my math teacher in grade 8 because I was lazy and I saw this problem in my pretest in G9 and I'm unfamilliar of it. Thanks so much I know how to do it. it's really easy.
Great job!
thank you, sir
Thank you, Sir!!
thank you, sir!!
You are welcome!
sir we learn so much from you than other teachers or youtubers
Thank you sir, It helps me a lot
welcome
Thank you, Sir
Thank you po, more videos pa po
thankk youuu, sir!🤍
Thankyou you, sir!
You are welcome!
Thank you,Sir.
kakatapos ko lang umiyak kasi kanina pa ako nanonood ng mga videos pero wala akong nagegets, dito pala ako matututo 😭, thank you Sir! 💞
thank you sir!💕
THANKYOU SIR YOU TEACH US SO WELL, diko talaga alam pano hanapin lcd and ito na gets na❤ EXAM namin bukas STEM student po ako pasado cutie!!❤❤❤
Wow, thanks for appreciating our contents…
I hope na mashare mo din ito sa friends and classmates mo.
Salamat
Hello sir can you answer my equation
Find the integer that satisfy each of the following equations.
1. |x| = 5
2. |y| = -6
3. - |6| = -8
4. 26 = |-y|
5. |9+1| = 7
6. |a| = 0
7. - |-x| = -10
8. |a+5| = -6
9. - |× -2| = -9
10. 2+ |2×| = 12
oop
Thankyou, Sir!!
Thank you sir ❤
thank you sir!!
Most welcome!
Thank you Sir,,
Thanks you. sir!
Ang satisfying po mag solve nito Thank you so much po!!
Welcome po
thankyou sir!!
Most welcome!
thankyou sir!!💞💞
Thankyou sir!
Thanks sir!!
Thankyou, sir❤
Thank u, sir!
Thankyousm sir
haha learning this at 11pm before the day of my exams bc my teacher just posted the new lesson today👻🤓💃💃
That's great!
Thank u sir!!
thankyou sir
Pwede Naman po Yun e cross multiply sa first example!
yes...it is possible
thank you po ser☺️ napakalinaw na paliwanag po salamat po❤
thank you
thankyou, sir!
Thankyou,sir
Sabi ko na nga ba sir may mali, dapat nagfall cya sa difference of 2 squares,,, thanks po sa pagshare sir
😊❤️
Teacher
mayro'n po ba kayong soft copy ng mga turo po niyo example algebra and other mathematics concept po
1st-year college po ako
Sir good day Po yun pong rational equations and inequalities na finding the LCD. THANKS PO
pwede naman po i cross multiply if ganyan yung problem.. pero pag tatlo na gawin nang ganyan
How did you get the denamenator 3? In example 1
Im not the teacher po pero Im pretty sure its from the 3x, brining down lang para macancel yung 3
It's from the combining terms 5x-2x=25-4
3x=21
3x/3=21/3
Cancel the both 3 and divide 21 to 3 the answer is: x=7
Thank you po, sir!!!!💗💗
Welcome 😊
Tenks, Sir!
thankyouu, sir
Most welcome
Thank you po, sir!🫶🫶
Welcome!
Thank you sir, napa ka laking tulong po nito sa akin❤
thankyouu‚ sir!
Thanks for sharing sir
😊❤️
Thank you po, Sir!
Welcome!
Thank you po sir!❤
Galing kayo sa iisang school?
Hello sir im quite confused on the second example i encounter the same as your example on the where 1/x+5 you multiply it but to my teacher it's different instead of multiplying it she just did the same thing copying (x-5) (x+5) becoming 1 (x-5) (x+5) and now im confused what to follow
Sir sa una san po kayo kumuha ng divide both side by 3 san nakuha yung 3?
Divide 3 to itself for cancellation (idk if its correct but that's what i observed)
Hello po ty po sir kase nakatulong po ito ng SOBRA 🥰✨
thank you po, sir!
Welcome!
Thanks you po, Sir!
Thank you so much sir! Very helpful po ang video ❤
How abour checking?
Thank you po sir!
Welcome!
Sir mas confusing po yung sa number 1 nyo I did cross multiplication po and got a faster result.
Thank you po sir!!
Thankyou Po Sir!❤
Thank you sir!
You are welcome!
Thank you Sir!❤
Thank you, sir!
Thank you sir
Keep on learning
Thank you, Sir!!
Thank you, Sir
thank you, sir
thankyou,sir!
Thankyou, Sir
Thank you po, Sir 😊
Welcome 😊
Hello sir can you answer my equation
Find the integer that satisfy each of the following equations.
1. |x| = 5
2. |y| = -6
3. - |6| = -8
4. 26 = |-y|
5. |9+1| = 7
6. |a| = 0
7. - |-x| = -10
8. |a+5| = -6
9. - |× -2| = -9
10. 2+ |2×| = 12
LOL
Thank you po sir!
Welcome!
Thank you sir!
You are welcome!
Thank you sir!
You are welcome!
Thank you sir!
thank you, sir!
You are welcome!
thank you, sir!
thank you sir!
Welcome
Thank you Sir!💗
Thank you, Sir!
Thank you, Sir!