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3. a) Given, E = Em sin(x) sin (t) ấy and H = Em/µo cos(x) cos (t) âz. Determine whether these fields satisfy Maxwell's equations or not. b) Given that, in free space E = Em sin (wt-Bz) ây. Find D, B,H and Ja. Then show that 7.(V × H)=0.

3. a) Given, E = Em sin(x) sin (t) ấy and H = Em/µo cos(x) cos (t) âz. Determine whether these fields satisfy Maxwell's equations or not. b) Given that, in free space E = Em sin (wt-Bz) ây. Find D, B,H and Ja. Then show that 7.(V × H)=0.

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3. a) Given, E = Em sin(x) sin (t) ấy and H = Em/µo cos(x) cos (t) âz. Determine whether these fields satisfy Maxwell's equations or not. b) Given that, in free space E = Em sin (wt-Bz) ây. Find D, B,H and Ja. Then show that 7.(V × H)=0.
Transcribed Image Text:3. a) Given, E = Em sin(x) sin (t) ấy and H = Em/µo cos(x) cos (t) âz. Determine whether these fields satisfy Maxwell's equations or not. b) Given that, in free space E = Em sin (wt-Bz) ây. Find D, B,H and Ja. Then show that 7.(V × H)=0.
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