Analytically determine the resultant when the two functions E 1 2E 0 cos t and E 2 1 2 E 0 sin 2t are superimposed Draw E 1 , E 2 , and E E 1 E 2 Is the resultant periodic if so, what is its period in terms of

Question: Analytically determine the resultant when the two functions E 1 = 2E 0 cos t and E 2 = 1/2 E 0 sin 2t are

Analytically determine the resultant when the two functions E₁ = 2E₀ cos ωt and E₂= 1/2 E₀ sin 2ωt are superimposed. Draw E₁, E₂, and E = E₁ + E₂. Is the resultant periodic; if so, what is its period in terms of ω?

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