A plane electromagnetic wave with the direction of wave propagation along xxx axis is described by the following equation
(1) E⃗(t,x)=z^Eacos(wt−kx)\vec E(t,x)=\hat z E_acos(wt-kx)E(t,x)=z^Eacos(wt−kx), where k=2πλk=\frac{2\pi}{\lambda}k=λ2π is a component of wave vector in xxx direction. In our case k=10πk=10\pik=10π, thus 2πλ=10π\frac{2\pi}{\lambda}=10\piλ2π=10π and λ=15=0.2m\lambda=\frac{1}{5}=0.2 mλ=51=0.2m.
Answer: The task statement is false. It is true λ=0.2m\lambda=0.2mλ=0.2m .
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