Evaluate ∬ydxdy where R is the region bounded by parabola y²=4x and x²=4y||Double Integral|In Hindi.

[@Parneetkaur_111]

Sir how u decide x^2/4 as lower limit and 2root x upper limit ?? Plz answer

[@mahima_k24]

Check at 5:28 ,then you will get your answer

[@RohanNagpure-r1i]

Answer 8/5 hai

[@HarnoorpreetKaur-wo8kc]

Nice explain sir

[@DR.DRE77]

Nice explanation sir

[@abualamzoha]

Well😍

[@quantummaths.]

#Abu Alam Zoha- Thank you so much for your most valuable feedback stay tuned🔔

[@vemulasravani5714]

NYC explained.. 👍👍

[@quantummaths.]

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[@anupkumawatt]

Nice sir

[@rakeshb3577]

Thank you so much sir

[@quantummaths.]

Rakesh B-Welcome! & Thank you so much for your most valuable feedback stay tuned🔔

[@gamerom9270]

Agar question same aesa ho aur jaha pe ydxdy he uski jagah xdydx ho to answer kya aata he uska..?

[@quantummaths.]

@GAMER OM-Agar aap "ydxdy" ki jagah "xdydx" lelo to apko "x" ki variable limit leni hogi Jisse is integral ki overall value change hokar milegi , jaise is question me "y" ki variable limit find krke solve kiya gya hai waise solve Karna hai with respect to "x" , kindly subscribe the channel and stay tuned🔔☺

[@malikkhan4823]

Sir hame pta kese chala ki y=x^2/4 lower limit he or y=2 root x upper limit he?

[@Parneetkaur_111]

Yes ? Kaiseee plz answer

[@mahima_k24]

Check at 5:28 ,then you will get your answer

[@deepikapichika805]

I think it is upper bound and lowerbound