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- La ecuación:
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Ecuación x^4+2*x^2-8=0
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Ecuación x*(x^2+8*x+16)=5*(x+4)
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Ecuación -25-x=-17
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Ecuación x^2+3x=4
- Expresar {x} en función de y en la ecuación:
- -18*x-2*y=9
- -14*x+10*y=19
- -9*x+1*y=3
- -17*x+1*y=-11
-
Expresiones idénticas
- tres ^(uno : dos)*sinx*cosx+3cos(2x)= cero
- 3 en el grado (1:2) multiplicar por seno de x multiplicar por coseno de x más 3 coseno de (2x) es igual a 0
- tres en el grado (uno : dos) multiplicar por seno de x multiplicar por coseno de x más 3 coseno de (2x) es igual a cero
- 3(1:2)*sinx*cosx+3cos(2x)=0
- 31:2*sinx*cosx+3cos2x=0
- 3^(1:2)sinxcosx+3cos(2x)=0
- 3(1:2)sinxcosx+3cos(2x)=0
- 31:2sinxcosx+3cos2x=0
- 3^1:2sinxcosx+3cos2x=0
- 3^(1:2)*sinx*cosx+3cos(2x)=O
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Expresiones semejantes
- 3^(1:2)*sinx*cosx-3cos(2x)=0
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Expresiones con funciones
- sinx
- sinx=0,13
- sinx*cosx=-cbrt(2)/4
- sinx+12=1
- Sinx+√3Cosx=0
- sinx
- cosx
- cosx/2=1/2
- cosx-2sinx=|cosx|
- cosx=-3√2
- cosx/1+sinx=0
- cosx3=-12
3^(1:2)*sinx*cosx+3cos(2x)=0 la ecuación
El profesor se sorprenderá mucho al ver tu solución correcta😉
Solución
Ha introducido
[src]
___ \/ 3 *sin(x)*cos(x) + 3*cos(2*x) = 0
$$\sqrt{3} \sin{\left(x \right)} \cos{\left(x \right)} + 3 \cos{\left(2 x \right)} = 0$$
Respuesta numérica
[src]
x1 = -24.2068256145695
x2 = -2.21567703944094
x3 = 35.4834348036366
x4 = -74.4723080720062
x5 = 16.6338788820978
x6 = -105.888234607904
x7 = -63.4767337844419
x8 = -90.1802713399552
x9 = 54.3329907251753
x10 = -39.9147888825185
x11 = -52.4811594968776
x12 = -5.35726969303073
x13 = -3.78647336623583
x14 = 70.0409539931243
x15 = 40.1958237840213
x16 = 13.492286228508
x17 = -30.4900109217491
x18 = 98.3152878754324
x19 = 27.6294531696621
x20 = 10.3506935749182
x21 = -33.6316035753389
x22 = 18.2046752088927
x23 = -82.3262897059807
x24 = 52.7621943983804
x25 = -46.197974189698
x26 = 99.8860842022273
x27 = -25.7776219413644
x28 = 508.2931291689
x29 = -10.0696586734154
x30 = -11.6404550002103
x31 = 63.7577686859447
x32 = 84.1781209342784
x33 = -2319.14025906191
x34 = 33.9126384768417
x35 = 5.63830459453354
x36 = 76.3241393003039
x37 = 93.6028988950478
x38 = -91.75106766675
x39 = 96.7444915486376
x40 = -41.4855852093134
x41 = -17.9236403073899
x42 = 32.3418421500468
x43 = 46.4790090912009
x44 = -55.6227521504674
x45 = -8.49886234662053
x46 = 59.04537970556
x47 = 38.6250274572264
x48 = 19.7754715356876
x49 = -32.060807248544
x50 = -47.7687705164929
x51 = 60.6161760323549
x52 = -16.352843980595
x53 = -19.4944366341848
x54 = -49.3395668432878
x55 = 48.0498054179958
x56 = 77.8949356270988
x57 = -61.905937457647
x58 = -27.3484182681593
x59 = 41.7666201108162
x60 = 55.9037870519702
x61 = -76.0431043988011
x62 = -38.3439925557236
x63 = 85.7489172610733
x64 = 74.753342973509
x65 = 2.49671194094375
x66 = -71.3307154184164
x67 = 26.0586568428672
x68 = -93.3218639935449
x69 = 82.6073246074835
x70 = 71.6117503199192
x71 = -60.3351411308521
x72 = 68.4701576663294
x73 = 4.06750826773865
x74 = 742.34178186134
x75 = 11.9214899017131
x76 = -77.613900725596
x77 = 90.461306241458
x78 = 24.4878605160723
x79 = 92.0321025682529
x80 = 30.7710458232519
x81 = -54.0519558236725
x82 = -99.6050493007245
x83 = -85.4678823595705
x84 = -68.1891227648266
x85 = 49.6206017447906
x86 = 29.200249496457
x87 = -69.7599190916215
x88 = -83.8970860327756
x89 = -98.0342529739296
x90 = 62.1869723591498
x91 = -96.4634566471347
x91 = -96.4634566471347