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- La ecuación:
-
Ecuación x^2+5x=36
-
Ecuación 3*x=8
-
Ecuación (x-87)-27=36
- Ecuación (x^2-16)^2+(x^2+x-20)^2=0
- Expresar {x} en función de y en la ecuación:
- -17*x+2*y=9
- 10*x-15*y=16
- -17*x+2*y=-4
- -2*x-19*y=3
- Derivada de:
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sqrt(3)
- Límite de la función:
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sqrt(3)
- Integral de d{x}:
- sqrt(3)
-
Expresiones idénticas
- tan(cuatro *x-pi/ cinco)=sqrt(tres)
- tangente de (4 multiplicar por x menos número pi dividir por 5) es igual a raíz cuadrada de (3)
- tangente de (cuatro multiplicar por x menos número pi dividir por cinco) es igual a raíz cuadrada de (tres)
- tan(4*x-pi/5)=√(3)
- tan(4x-pi/5)=sqrt(3)
- tan4x-pi/5=sqrt3
- tan(4*x-pi dividir por 5)=sqrt(3)
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Expresiones semejantes
- tan(4*x+pi/5)=sqrt(3)
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Expresiones con funciones
- Tangente tan
- tan(a-3/4*pi)*(1-sin(2*d))=cos(2*d)
- tan(4*x)=sqrt(3)
- tan(p)*i*(8*x+5)/3=3*sqrt(x)
- tan(-22.3°)=2*tan(x°)
- tan(x)/(x)^0.3
- Raíz cuadrada sqrt
- sqrt((a-b*w^2)^2+(c*w)^2)=(19/10)*w
- sqrt(0*x+0)=0
- sqrt(5+2*x)=8+-sqrt(x-1)
- sqrt(4*x^2+4*x-6)=2
- sqrt(3*x+1)=x-1
tan(4*x-pi/5)=sqrt(3) la ecuación
El profesor se sorprenderá mucho al ver tu solución correcta😉
Solución
Ha introducido
[src]
/ pi\ ___ tan|4*x - --| = \/ 3 \ 5 /
$$\tan{\left(4 x - \frac{\pi}{5} \right)} = \sqrt{3}$$
Suma y producto de raíces
[src]
suma
-7*pi ----- 60
$$- \frac{7 \pi}{60}$$
=
-7*pi ----- 60
$$- \frac{7 \pi}{60}$$
producto
-7*pi ----- 60
$$- \frac{7 \pi}{60}$$
=
-7*pi ----- 60
$$- \frac{7 \pi}{60}$$
-7*pi/60
Respuesta numérica
[src]
x1 = 94.6666586281724
x2 = -57.7005850709325
x3 = -99.3266877309973
x4 = -35.709436495804
x5 = 68.7485192360566
x6 = -59.2713813977274
x7 = -5.86430628670095
x8 = -7.43510261349584
x9 = -45.9196126199708
x10 = 0.418879020478639
x11 = -20.001473227855
x12 = 64.0361302556719
x13 = -69.4815575218943
x14 = 18.48303677862
x15 = -79.6917336460611
x16 = 84.4564825040056
x17 = 40.4741853537485
x18 = 70.3193155628515
x19 = -31.7824456788167
x20 = 52.2551578047102
x21 = -61.6275758879198
x22 = -95.3996969140101
x23 = 14.5560459616327
x24 = -39.6364273127912
x25 = 34.1910000465689
x26 = 48.328166987723
x27 = 58.5383431118898
x28 = 42.0449816805434
x29 = 82.1002880138133
x30 = 50.6843614779153
x31 = 86.0272788308005
x32 = -97.7558914042024
x33 = -41.9926218029836
x34 = -71.8377520120866
x35 = -51.4173997637529
x36 = -13.7182879206754
x37 = 1.98967534727354
x38 = 74.2463063798388
x39 = -85.9749189532407
x40 = -47.4904089467657
x41 = -33.3532420056116
x42 = -38.0656309859963
x43 = -43.5634181297785
x44 = 44.4011761707357
x45 = 62.4653339288771
x46 = 54.6113522949026
x47 = -91.4727060970228
x48 = -65.554566704907
x49 = -93.8289005872152
x50 = 100.164445771955
x51 = 32.620203719774
x52 = -11.3620934304831
x53 = -29.4262511886244
x54 = -77.3355391558687
x55 = 56.1821486216975
x56 = -83.6187244630483
x57 = 45.9719724975306
x58 = -75.7647428290739
x59 = 30.2640092295817
x60 = 12.1998514714404
x61 = 16.1268422884276
x62 = -17.6452787376627
x63 = -49.8466034369581
x64 = -89.9019097702279
x65 = 20.0538331054148
x66 = 98.5936494451597
x67 = -63.9837703781121
x68 = -53.7735942539453
x69 = 28.6932129027868
x70 = 66.3923247458643
x71 = 90.7396678111852
x72 = 4.34586983746588
x73 = 96.2374549549673
x74 = -55.3443905807402
x75 = -87.5457152800356
x76 = -67.9107611950994
x77 = -25.4992603716372
x78 = -3.5081117965086
x79 = 76.6025008700311
x80 = 23.9808239224021
x81 = 88.3834733209928
x82 = -15.2890842474703
x83 = -23.9284640448423
x84 = 6.70206432765823
x85 = 92.3104641379801
x86 = 78.173297196826
x87 = 8.27286065445312
x88 = -81.262529972856
x89 = 36.5471945367613
x90 = 22.4100275956072
x91 = 26.3370184125944
x92 = -73.4085483388815
x93 = 60.1091394386847
x94 = -27.8554548618295
x95 = 72.6755100530439
x96 = -1.93731546971371
x97 = -9.79129710368819
x98 = -21.5722695546499
x99 = 38.1179908635562
x100 = 80.5294916870184
x100 = 80.5294916870184