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Thanks for the content. Every body was telling the shortcut method but u told me the original.what I wanted
wow finally someone giving a reason and detailed explanation of every step. thanks
Thank you so much sir.
Thanks man I got an exam in Monday an you just saved to big up man keep up the good work you the best.
thank you omg, i finally understand factorising cubics
Fabulous explanation sir thanku
Thanks buddy , this is very helpful for me.
I have a question. Can we still use this method if the "x^2 or x" term is missing. eg: x^3-19x-30
yes
Nice method and I am also impressed by your English
Is there a way to find a factor without guessing?
There isn't
Thank you so much for your great explanation. I understand that very much. Thank youuu..
Everybody look he didn't say sir
You have helped me this muchYou will be 😲
Thank you for the assistance, I really appreciate it.
6:42 tysm ❤🙏
Thank you so much, love ♡
Hiii
Hlo
Very good 👍👍👍👍👌👌👌👌😊😊😊🧒🏼🧒🏼🧒🏼🧒🏼🧒🏼
Thanx alot.... nicely explained 👌
Great broo 👌
5:50 how come -12x + 8x becomes -20x? isn't it -4x?
you subtract, so although it is -12x and +8x, -12x - + 8x is the same as saying -12x - 8x which sums to -20x.
Thank you so much. It helped a lot
Well explained 👏
Thank you!
Jio sher
Thank you, you taught very well
Shaw Shah nk redemption
please guide how to solve cubic polynomials with factor theorem
Show as how the graph it gonna be look like?
Thank you so much 🔥
Helped a bunch. Thank you!
Thanks 🙏🏻
Love this, best ASMR ❤
Thanks a lot
Lol my maths teacher already taughg in class 9 but i forgotAnd r u from india.
Dhaga dekha nhi?
Thank you sir
Thankyou so much
Are u from India?
I dont think so...
THANK YOUUU
👍👍👍
Merci
Getting taught maths by Tyrian Lannister
Are you indian?
Yeahhh u r indian 😁
Very good but can't hear anything u r speaking differently so it's difficult to understand
Amazing video🩷🩷
I thought -12x +8x is -4x 🤔
right?!
👍
It's subtract
You explain 👌👌but u explain in hindi
what if you know what works lol...this is useless if you know what works..the struggle is what works to begin with
Very bad
Thank you ❤❤
Thanks for the content. Every body was telling the shortcut method but u told me the original.what I wanted
wow finally someone giving a reason and detailed explanation of every step. thanks
Thank you so much sir.
Thanks man I got an exam in Monday an you just saved to big up man keep up the good work you the best.
thank you omg, i finally understand factorising cubics
Fabulous explanation sir thanku
Thanks buddy , this is very helpful for me.
I have a question. Can we still use this method if the "x^2 or x" term is missing. eg: x^3-19x-30
yes
Nice method and I am also impressed by your English
Is there a way to find a factor without guessing?
There isn't
Thank you so much for your great explanation. I understand that very much. Thank youuu..
Everybody look he didn't say sir
You have helped me this much
You will be 😲
Thank you for the assistance, I really appreciate it.
6:42 tysm ❤🙏
Thank you so much, love ♡
Hiii
Hlo
Very good 👍👍👍👍👌👌👌👌😊😊😊🧒🏼🧒🏼🧒🏼🧒🏼🧒🏼
Thanx alot.... nicely explained 👌
Great broo 👌
5:50 how come -12x + 8x becomes -20x? isn't it -4x?
you subtract, so although it is -12x and +8x, -12x - + 8x is the same as saying -12x - 8x which sums to -20x.
Thank you so much. It helped a lot
Well explained 👏
Thank you!
Jio sher
Thank you, you taught very well
Shaw Shah nk redemption
please guide how to solve cubic polynomials with factor theorem
Show as how the graph it gonna be look like?
Thank you so much 🔥
Helped a bunch. Thank you!
Thanks 🙏🏻
Love this, best ASMR ❤
Thanks a lot
Lol my maths teacher already taughg in class 9 but i forgot
And r u from india.
Dhaga dekha nhi?
Thank you sir
Thankyou so much
Are u from India?
I dont think so...
THANK YOUUU
👍👍👍
Merci
Getting taught maths by Tyrian Lannister
Are you indian?
Yeahhh u r indian 😁
Very good but can't hear anything u r speaking differently so it's difficult to understand
Amazing video🩷🩷
I thought -12x +8x is -4x 🤔
right?!
👍
It's subtract
You explain 👌👌but u explain in hindi
what if you know what works lol...this is useless if you know what works..the struggle is what works to begin with
Very bad
Thank you ❤❤
Thankyou so much