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But dusre se bhi aana chiye na
Читать полностью…No need use gauss divergence
Читать полностью…From solving direct surface integral please
Читать полностью…Oh hn....hemispherical surface mentioned tha na....got it thanks 👍
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Soln mein kya given hai?
nhi flux through curved surcae +flat surface shoud zero
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do you know about this approach , actually i am doing normally approach and getting 9 spilitings but answer is 3
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Live tomorrow at 8:30 am.. we will be discussing Taylor series Expansion...
Direct iss surface integral ko kaise solve krege please help🙏🙏🙏
Читать полностью…Hum same y=x² se bhi kr skte hai using dy=2xdx
But doubt is hum limits ki direction kaise le rahe hai
As (x,y) varies from (-1,1) to (0,0)
So after converting the whole integral in terms of x, x limits would be from -1 to 0 but we don't know in which direction we have taken the strip for integration
y=x^2.
we parameterize the curve using
x=t and y=t^2 with t ranging from -1 to 0.
dx=dt,dy=2tdt
dr=dxi+dyj=dti+2tdtj
Substituting x=t and y=t^2 in F
F=(3t^2−2t)i+(2t^2)j
now calculate F.dr
F.dr=(3t^2−2t+4t^3)dt
now integrate F.dr from t=-1 to t=0,we will get 1.
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