Part C

Write the equations for the electric and magnetic fields as functions of $x$ and $t.$

$E=(345\frac{V}{m})sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t-\frac{1\mathrm{.}49{10}^{7}ra\frac{d}{m}}{x}]B=(1\mathrm{.}15T)sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t+\frac{1\mathrm{.}49{10}^{7}ra\frac{d}{m}}{x}]$

$E=(345\frac{V}{m})sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t+(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]B=(1\mathrm{.}15T)sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t-(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]$

$E=(345\frac{V}{m})sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t-(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]B=(1\mathrm{.}15T)sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t-(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]$

$E=(345\frac{V}{m})sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t+(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]$

$B=(1\mathrm{.}15T)sin[(4\mathrm{.}47{10}^{15}ra\frac{d}{s})t+(1\mathrm{.}49{10}^{7}ra\frac{d}{m})x]$

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