1) We can find the length of the wave train as follows:
"l=c\\Delta t=3\\times10^8\\ \\dfrac{m}{s}\\times10^{-8}\\ s=3.0\\ m."2) Let's first find the length of the wave:
"\\lambda=\\dfrac{c}{f}=\\dfrac{3\\times10^8\\ \\dfrac{m}{s}}{5.0\\times10^{14}\\ Hz}=6.0\\times10^{-7}\\ m."
We can find the number of complete oscillations present in the wave train as follows:
"N=\\dfrac{l}{\\lambda}=\\dfrac{3.0\\ m}{6.0\\times10^{-7}\\ m}=5.0\\times10^6."
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