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    Mathematics
  3. Study Set
    Thomas Calculus Early Transcendentals
  4. Exam
    Exam 15: Partial Derivatives
  5. Question
    Show That the Function Is a Solution of the Wave\[w ( x , t ) = e ^ { 2 c t } \cos 2 x\]
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Show That the Function Is a Solution of the Wave w(x,t)=e2ctcos⁡2xw ( x , t ) = e ^ { 2 c t } \cos 2 xw(x,t)=e2ctcos2x

Question 133

Question 133

True/False

Show that the function is a solution of the wave equation.
- w(x,t)=e2ctcos⁡2xw ( x , t ) = e ^ { 2 c t } \cos 2 xw(x,t)=e2ctcos2x

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