What is polynomial in hindi and Urdu very easy concept 2018

In this video you will learn What is polynomial math in hindi/Urdu very easy concept 2018 and What is polynomial in mathematics and What is polynomial in urdu and What is polynomial epression and What is polynomial and non polynomial.

[adnanch]

Great efforts with Great way of explaining..Jazk Allah khair 🤲❤

[purnimasantosh]

nice explanation I thought this is too difficult but you make it easiest topic I have ever seen in my maths book

[shalujain]

Nice explained 😃😃😃😃😊😊😊😊 I see almost all video but this is best video I ever seen

[furqanulislam]

Thanx a lot...aaj mujhay polinomial bahot hi achi trah samajh aa gayest..

💗💥💗💥💗💥💗💥💗💥

[its_official_malik.]

Thank you so much sir aj mujhe polynomials clear ho gya dubarah samajhne ki zarurat nhi pdegi thanks a lot 🥰🥰

[mohamadbabar]

Very thanks 😊 aj Mera concept clear ho gya

[WinzoEdit]

Thanks Sir, i couldnt grasp the concept b4 but now i understand it perfectly

[pragnyansatapathy]

The way of explanation was outstanding bro.. Keep it up

[sidraabdullah]

Thanku Soo much sir. Me kafi time se samjhne ki koshish kr rahi thi, lkn samjh ni aya, ap ke lecture ne clear kr dia

[HadiaNoor-hn]

Thanks alaot sir my all confusion is cleared ❤😊

[justbelieve]

Well done brother but make yourself more confident.

[nisarahmad]

Nicely explained ! Thank you so much Sir.

[mrtoxcscorpion]

Thanks brother kalmerw paper hai aur this helped me alot

[dashianime]

Very nicely explained thank you very much

[ramchandranishad]

Sir aapke padhane ka tareeka bahut hi achha hai
Thank you so much sir 🙏🙏

[niranjanprasad]

Thanks to 👃you sir
U r great. Today Polynomial is cleared, all doubts are also cleared

[Pakistani-ml]

I am watching this to teach it to my little sister

[sumittete]

Sir ....how can we say (x^0) is a constant polynomial of degree 0? Since x^0 is not defined at x=0, and also is not continuous or differentiable at x=0. But we know every polynomial is defined for all real numbers, and is continuous or differentiable everywhere. But this is not the case for x^0 as it is not defined at x=0(since 0^0 is not defined).

[zainofficial]

Thanks alot Sir.Today I have understood that what is polynomial