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e^x+sin⁡(2x)+0.5=0 la ecuación

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Solución numérica:

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Solución

Ha introducido [src]
 x              1    
E  + sin(2*x) + - = 0
                2    
$$\left(e^{x} + \sin{\left(2 x \right)}\right) + \frac{1}{2} = 0$$
Gráfica
Respuesta numérica [src]
x1 = -0.71381881098501
x2 = -31.6777259236971
x3 = -91.3679863419031
x4 = -37.9609112308767
x5 = -6.54581423361636
x6 = -42.1497014356631
x7 = -94.5095789954929
x8 = -20.158552859519
x9 = -51.5744793964324
x10 = -97.6511716490827
x11 = -79.8488132787406
x12 = -28.5361332701075
x13 = -81.9432083811338
x14 = -67.2824426643814
x15 = -15.9697627227149
x16 = -3.42244663193077
x17 = -72.5184304203644
x18 = -22.2529479630528
x19 = -86.1319985859202
x20 = -13.8753670095487
x21 = -23.3001455140804
x22 = -57.857664703612
x23 = -53.6688744988256
x24 = -1926.05809603834
x25 = -7.59189090885298
x26 = -73.565627971561
x27 = -45.2912940892529
x28 = -89.27359123951
x29 = -75.6600230739542
x30 = -9.68661320818992
x31 = -50.5272818452358
x32 = -44.2440965380563
x33 = -64.1408500107916
x34 = -95.5567765466895
x35 = -66.2352451131848
x36 = -35.8665161284835
x37 = -88.2263936883134
x38 = -1.06907516572707
x39 = -59.9520598060052
x40 = -17.0169601834447
x41 = -29.5833308213038
x41 = -29.5833308213038