What is expand e^{j(4t+53)}+e^{-j(4t-53)} ?

The solution to expand e^{j(4t+53)}+e^{-j(4t-53)} is e^{4jt+53j}+e^{-4jt+53j}

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expand e^{j(4t+53)}+e^{-j(4t-53)}

expand

e^{j (4 t + 5 3^{\circ})} + e^{- j (4 t - 5 3^{\circ})}

e^{4 j t + 5 3^{\circ} j} + e^{- 4 j t + 5 3^{\circ} j}

Solution steps

e^{j (4 t + 5 3^{\circ})} + e^{- j (4 t - 5 3^{\circ})}

Expand

j (4 t + 5 3^{\circ}) : 4 j t + 5 3^{\circ} j

= e^{4 j t + 5 3^{\circ} j} + e^{- j (4 t - 5 3^{\circ})}

Expand

- j (4 t - 5 3^{\circ}) : - 4 j t + 5 3^{\circ} j

= e^{4 j t + 5 3^{\circ} j} + e^{- 4 j t + 5 3^{\circ} j}

\frac{2 y}{( 3 y - 2 x ) ^{2}}

\frac{\partial}{\partial x} ((f (x, y)) (x - y))

U (2, - 3, 4) V (1, 2, 1)

2 π (- \frac{1}{3} + \frac{π}{4})

\frac{2 + 5 x}{3 ( 1 + 2 x )}

What is expand e^{j(4t+53)}+e^{-j(4t-53)} ?
The solution to expand e^{j(4t+53)}+e^{-j(4t-53)} is e^{4jt+53j}+e^{-4jt+53j}