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Given the time-domain electric field E(r, t) = [A₁ cos(wt - B₁x + ₁) - A₂ cos(wt - B₂x + ₂)](2 + y) in free space, find the corresponding magnetic flux density (a) In phasor form, and (b) In time-varying form.

Given the time-domain electric field E(r, t) = [A₁ cos(wt - B₁x + ₁) - A₂ cos(wt - B₂x + ₂)](2 + y) in free space, find the corresponding magnetic flux density (a) In phasor form, and (b) In time-varying form.

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3. Given the time-domain electric field E(r, t) = [A₁ cos(wt − B₁x + ₁) − A₂ cos(wt − ß₂x + ¢2)](2 + ŷ) in free space, find the corresponding magnetic flux density (a) In phasor form, and (b) In time-varying form.
Transcribed Image Text:3. Given the time-domain electric field E(r, t) = [A₁ cos(wt − B₁x + ₁) − A₂ cos(wt − ß₂x + ¢2)](2 + ŷ) in free space, find the corresponding magnetic flux density (a) In phasor form, and (b) In time-varying form.
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