Please make it simple and clear to understand
Please make it simple and clear to understand G. S is the surface 4(a2 +22),y e (0,2 obtained by rotating the function y...
s is the surface X2 16 (y2+22) TE 0,4] obtained by rotating the function c : 4 y about the x-axis for x є 04 Given the vector field: E-(12yz-22)(22z+3y)j+(3z-22y)k, Calculate the outward flux of E through surface S. That is find 3 z JEdS Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 JSkipped s is the surface X2 16...
Solution needed! Tnx S is the surface y2=16(2+z2), y E[0,4] obtained by rotating the function y- 4 about the y-axis for y E[0,4]. Given the vector field: E=(10z+12x)+(5y3+17yz)j+(12z-10x)k, Calculate the outward flux of E through surface S. That is find J=Eds S Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J = S is the surface y2=16(2+z2), y E[0,4] obtained...
Question 11 (2 marks) Attempt 1 S is the surface X-6 (y2+22) obtained by rotating the function x-6y2 about the x-axis for TE 0,6 0,6 Given the vector field: Calculate the outward flux of E through surface S. That is find Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J Skipped Question 11 (2 marks) Attempt 1 S is the...
Question 11 (2 marks) Attempt 3 Sis the surface 2 =16(r2+z2), y E[0,4]| obtained by rotating the function y= 4x about the y-axis for yE[0,4]. Given the vector field: E=(24z+6x)i+(-5y3+14yz)j+(6z-24x)k, Calculate the outward flux of E through surface S. That is find EdS J = S Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 JE Skipped Question 11 (2 marks)...
Question 11 (2 marks) Attempt 7 yE[0,3 S is the surfaceu= : 3(r2+22), yE [0,3] obtained by rotating the function,= 3.2 about the y-axis for Given the vector field: E(4+3y)i+6y-3y2)j+4zk, Calculate the outward flux of E through surface S. That is find E dS Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 Question 11 (2 marks) Attempt 7 yE[0,3 S...
S is the surface2=16(y2+z2), xE[0,4] Obtained by rotating the function =4y about the x-axis for E[0,4]. Given the vector field: E=(8yz-4x2)+(15z+6y)j+(6z-15y)k, Calculate the outward flux of E through surface S. That is find E-dS fa single number accurate to five decimal digits or as an exact rational expression Your answer should consist For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J = S is the surface2=16(y2+z2), xE[0,4] Obtained by rotating the function =4y about the x-axis for E[0,4]. Given...
Question 11 (2 marks) Attempt 2 rE[0,4] S is the surface2-16(y2+z2), DE[0,4]Obtained by rotating the function =4y about the x-axis for Given the vector field: E =(11y2-82)i+(132+12y) j+(12z-13y), Calculate the outward flux of E through surface S. That is find EdS S Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J = Question 11 (2 marks) Attempt 2 rE[0,4] S...
S is the surface z 4(x2+y2), ze[0,4] 0btained by rotating the function =42 about the z-axis for z E[0,4]. Given the vector field: E= (2 x+4y)i+(-42+2y-4x)j+6z2k, Calculate the outward flux of E through surface S. That is find J-E-48 Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J Skipped
2. S is the surface y 2 = 4(x 2 + z 2 ), y ∈ [0, 2] obtained by rotating the function y = 2x about the y-axis for y ∈ [0, 2]. Find a suitable parametric representation of the surface S using the cylindrical polar coordinates. Answer is: 2. r(u, v) = u cos(v)i + 4uj + u sin(v)k , 0 ≤ v < 2π, 0 ≤ u ≤ 1/2. I am unsure how to work it out...
2. Find the surface area of the object obtained s 2 about the y-axis. by rotating y: 478x2,15*