Evaluacion Final Matematicas

Question

Con ayuda de la siguiente imagen mencione que ecuación usar para hallar el lado a; sabiendo que se tiene: β=60 grados, α=30 grados, b=7 cm.

Answer 1

\[\left\{\frac{b.sin(α)}{ sin(β)}\right\}\]

Answer 2

\[\left\{\frac{b.sin(β)}{ sin(α)}\right\}\]

Answer 3

\[\left\{\frac{c.sin(β)}{ sin(α)}\right\}\]

Answer 4

\[\left\{\frac{b.sin(β)}{ sin(α.(β)}\right\}\]

Answer 5

\[cos^{-1}\left\{\frac{a^{2} - b^{2} - c^{2}}{ -2bc}\right\}\]

Answer 6

\[cos^{-1}\left\{\frac{bc^{2} - b^{2} - c^{2}}{ -2bc}\right\}\]

Answer 7

\[cos^{-1}\left\{\frac{ac^{2} - b^{2} - c^{2}}{ -2bc}\right\}\]

Answer 8

\[cos^{-1}\left\{\frac{bc^{2} - bc^{2} - c^{2}}{- 2bc}\right\}\]

Answer 9

\[\sqrt {{b^2} + {c^2} - 2bc.cosa} \]

Answer 10

\[\sqrt {{bc^2} + {c^2} - 2bc.cosa} \]

Answer 11

\[\sqrt {{c^2} + {c^2} - 2bc.cosa} \]

Answer 12

\[\sqrt {{b^2} - {c^2} - 2bc.cosa} \]

Answer 13

\[c=10\space y\space b= 5\sqrt{3}\]

Answer 14

\[c=15\space y\space b= 5\sqrt{3}\]

Answer 15

\[c=12\space y\space b= 5\sqrt{3}\]

Answer 16

\[c=12\space y\space b= 5\sqrt{5}\]

Answer 17

Números Cuadrados

Answer 18

Números Triangulares

Answer 19

Números Tetragonales

Answer 20

Números Pentagonales

Answer 21

Descartes y Fermat

Answer 22

Poincare y Einstein

Answer 23

Aristoteles y Platon

Answer 24

Newton y Leibnitz

Answer 25

Aquiles nunca alcanzaría a la tortuga

Answer 26

Aquiles alcanzaría a la tortuga

Answer 27

Aquiles iría a la misma velocidad que la tortuga

Answer 28

Aquiles se llevaria a la tortuga y la alzaria

Answer 29

100 puntos

Answer 30

No se sabe

Answer 31

Una Hiperbola

Answer 32

Una Parabola

Answer 33

Una Circunferencia

Answer 34

Una Elipse

Answer 35

Un triangulo Rectángulo donde únicamente uno de sus vértices pertenece a la circunferencia; el otro vértice es el centro de la circunferencia donde el angulo recto no contiene a este vértice y uno de sus lados esta contenido en el eje x.

Answer 36

Un triangulo Rectángulo donde únicamente uno de sus vértices pertenece a el interior de la circunferencia; el otro vértice es el centro de la circunferencia donde el angulo recto no contiene a este vértice y uno de sus lados esta contenido en el eje x.

Answer 37

Un triangulo Rectángulo donde únicamente uno de sus vértices pertenece a la circunferencia; el otro vértice es diferente centro de la circunferencia donde el angulo recto no contiene a este vértice y uno de sus lados esta contenido en el eje x.

Answer 38

Un triangulo Rectángulo donde únicamente uno de sus vértices pertenece a la circunferencia; el otro vértice es el centro de la circunferencia donde el angulo recto no contiene a este vértice.

Answer 39

\[(0,2π)\]

Answer 40

\[(0,π/2)\]

Answer 41

\[(π,2π)\]

Answer 42

\[(π/2,2π)\]

Answer 43

\[(0,π)\]

Answer 44

\[(0,2π)\]

Answer 45

\[(π,2π)\]

Answer 46

\[(π/2,2π)\]

Answer 47

\[(0,π)\]

Answer 48

\[(0,2π)\]

Answer 49

\[(0,π/2)\]

Answer 50

\[(π/4,π)\]

Answer 51

\[(0,2π)\]

Answer 52

\[(0,π)\]

Answer 53

\[(0,π/2)\]

Answer 54

\[(0,3π/2)\]

Answer 55

\[(0,2π)\]

Answer 56

\[(0,3π/2)\]

Answer 57

\[(0,π/2)\]

Answer 58

\[(0,π)\]

Answer 59

\[(0,π)\]

Answer 60

\[(0,2π)\]

Answer 61

\[(0,π/2)\]

Answer 62

\[(0,3π/2)\]

Answer 63

\[(-1,1)\]

Answer 64

\[(\infty,1)\]

Answer 65

\[(1,\infty)\]

Answer 66

\[(\infty,2)\]

Answer 67

\[(-\infty,\infty)\]

Answer 68

\[(1,\infty)\]

Answer 69

\[(-1,1)\]

Answer 70

\[(-2,1)\]

Answer 71

\[(1,\infty)\]

Answer 72

\[(0,\infty)\]

Answer 73

\[(-\infty,\infty)\]

Answer 74

\[(\infty),2\]

Answer 75

\[(-\infty,1)\]

Answer 76

\[(1,\infty)\]

Answer 77

\[(-\infty,\infty)\]

Answer 78

\[(-1,\infty)\]

Answer 79

\[(-\infty,-1)U(1,\infty)\]

Answer 80

\[(-\infty,1)U(1,\infty)\]

Answer 81

\[(-\infty,-2)U(1,\infty)\]

Answer 82

\[(-\infty,0)U(1,\infty)\]

Answer 83

\[(-\infty,-1)U(1,\infty)\]

Answer 84

\[(-\infty,0)U(2,\infty)\]

Answer 85

\[(-\infty,-1)∩(0,\infty)\]

Answer 86

\[(-\infty,1)∩(1,\infty)\]

Answer 87

\[(-\infty,\infty)\]

Answer 88

\[(-\infty,1)\]

Answer 89

\[(1,\infty)\]

Answer 90

\[(0,\infty)\]

Answer 91

\[(-1,\infty)\]

Answer 92

\[(-\infty,\infty)\]

Answer 93

\[(-\infty,1)\]

Answer 94

\[(-\infty,0)\]

Answer 95

\[x∈R\space : \space π(n+1/2)< x < π(n+3/2)\space donde\space n∈Z\]

Answer 96

\[x∈R\space : \space π(n+1/2)< x < π(n+5/2)\space donde\space n∈Z\]

Answer 97

\[x∈R\space : \space π(n+1/2)< x < π(n+7/2)\space donde\space n∈Z\]

Answer 98

\[x∈R\space : \space π(n+1/2)< x < π(n+9/2)\space donde\space n∈Z\]

Answer 99

\[x∈R\space : \space π(n)< x < π(n+1)\space donde\space n∈Z\]

Answer 100

\[x∈R\space : \space π(n)< x < π(n+3)\space donde\space n∈Z\]

Answer 101

\[x∈R\space : \space π(n)< x < π(n+5)\space donde\space n∈Z\]

Answer 102

\[x∈R\space : \space π(n+2)< x < π(n+1)\space donde\space n∈Z\]

Answer 103

\[x∈R\space : \space π(n-1/2)< x < π(n+3/2)\space donde\space n∈Z\]

Answer 104

\[x∈R\space : \space π(n+1/2)< x < π(n+3/2)\space donde\space n∈Z\]

Answer 105

\[x∈R\space : \space π(n-3/2)< x < π(n+3/2)\space donde\space n∈Z\]

Answer 106

\[x∈R\space : \space π(n+1/2)< x < π(n-1/2)\space donde\space n∈Z\]

Answer 107

\[x∈R\space : \space π(n-3)< x < π(n+1)\space donde\space n∈Z\]

Answer 108

\[x∈R\space : \space π(n+2)< x < π(n+1)\space donde\space n∈Z\]

Answer 109

\[x∈R\space : \space π(n)< x < π(n+1)\space donde\space n∈Z\]

Answer 110

\[x∈R\space : \space π(n)< x < π(n+5)\space donde\space n∈Z\]

Answer 111

\[x∈R:(-1≤\space x \space≤1)\]

Answer 112

\[x∈R:(0≤\space x \space≤1)\]

Answer 113

\[x∈R:(-1≤\space x \space≤0)\]

Answer 114

\[x∈R:(-1≤\space x \space≤2)\]

Answer 115

\[x∈R:(0≤\space x \space≤1)\]

Answer 116

\[x∈R:(-1≤\space x \space≤1)\]

Answer 117

\[x∈R:(-1≤\space x \space≤0)\]

Answer 118

\[x∈R:(0≤\space x \space≤-1)\]

Answer 119

\[(-1,\infty)\]

Answer 120

\[(-\infty,\infty)\]

Answer 121

\[(-\infty,1)\]

Answer 122

\[(-\infty,0)\]

Answer 123

\[(-\infty,2)\]

Answer 124

\[(-2,\infty)\]

Answer 125

\[(-\infty,\infty)\]

Answer 126

\[(-\infty,0)\]

Answer 127

\[x∈R:(x≤-1 \space o \space1≤x)\]

Answer 128

\[x∈R:(x≤ 0 \space o \space1≤x)\]

Answer 129

\[x∈R:(x≤ -1 \space o \space0≤x)\]

Answer 130

\[x∈R:(x≤-2 \space o \space1≤x)\]

Answer 131

\[x∈R:(x≤1 \space o \space1≤x)\]

Answer 132

\[x∈R:(x≤-1 \space o \space1≤x)\]

Answer 133

\[x∈R:(x≤-2 \space o \space2≤x)\]

Answer 134

\[x∈R:(x≤-2 \space o \space1≤x)\]

Answer 135

\[y∈R:(-π/2≤\space y \space≤π/4)\]

Answer 136

\[y∈R:(-π/2≤\space y \space≤π/2)\]

Answer 137

\[y∈R:(-π/4≤\space y \space≤π/2)\]

Answer 138

\[y∈R:(-π/4≤\space y \space≤π/4)\]

Answer 139

\[y∈R:(0≤\space y \space≤π)\]

Answer 140

\[y∈R:(0≤\space y \space≤π/2)\]

Answer 141

\[y∈R:(0≤\space y \space≤π/3)\]

Answer 142

\[y∈R:(-π≤\space y \space≤π)\]

Answer 143

\[y∈R:(-π/2<y <0)\space o \space(0<y ≤π/4)\]

Answer 144

\[y∈R:(-π/2<y <0)\space o \space(0<y <π/2)\]

Answer 145

\[y∈R:(-π/4<y <0)\space o \space(0<y ≤π/2)\]

Answer 146

\[y∈R:(-π/2<y <1)\space o \space(0<y ≤π/2)\]

Answer 147

\[y∈R:(-π/4<y ≤π/2)\]

Answer 148

\[y∈R:(-π/2<y ≤π/4)\]

Answer 149

\[y∈R:(-π/2<y ≤π/2)\]

Answer 150

\[y∈R:(-π/3<y ≤π/2)\]

Answer 151

\[y∈R:(0≤y <π/2)\space o \space(π/2<y ≤π)\]

Answer 152

\[y∈R:(0≤y <π/2)\space o \space(π/2<y ≤3π/2)\]

Answer 153

\[y∈R:(-π/2≤y <π/2)\space o \space(π/2<y ≤3π/2)\]

Answer 154

\[y∈R:(0≤y <π/3)\space o \space(π/2<y ≤3π/2)\]

Answer 155

\[y∈R:(-π/2≤y <0)\space o \space(0<y ≤π/4)\]

Answer 156

\[y∈R:(-π/2≤y <0)\space o \space(0<y ≤π/2)\]

Answer 157

\[y∈R:(-π/4≤y <0)\space o \space(π/3<y ≤π/2)\]

Answer 158

\[y∈R:(-π/2≤y <0)\space o \space(0<y ≤π)\]

Answer 159

\[y∈R:(-π/2≤y <0)\space o \space(0<y ≤π/3)\]

Answer 160

\[y∈R:(-π/2≤y <0)\space o \space(0<y ≤π/2)\]

Answer 161

\[y∈R:(-π/4≤y <0)\space o \space(0<y ≤π/2)\]

Answer 162

\[y∈R:(-π/2≤y <0)\space o \space(π/3<y ≤π/2)\]

Answer 163

Los Irracionales

Answer 164

Los Complejos

Answer 165

Los Reales

Answer 166

Los Racionales

Answer 167

Racionales

Answer 168

Irracionales

Answer 169

Ninguna de las anteriores

Answer 170

Racionales

Answer 171

Fraccionarios

Answer 172

Ninguna de las anteriores

Answer 173

Imaginarios

Answer 174

Son iguales

Answer 175

Hay mas Enteros

Answer 176

Hay mas Fraccionarios

Answer 177

Son iguales

Answer 178

Ninguna de las anteriores

Answer 179

\[\sqrt{2}/3\]

Answer 180

\[\sqrt{3}/2\]

Answer 181

\[\sqrt{5}/2\]

Answer 182

\[\sqrt{2}/5\]

Answer 183

\[\sqrt{3}/2\]

Answer 184

\[\sqrt{2}/2\]

Answer 185

\[\sqrt{4}/2\]

Answer 186

\[\sqrt{2}/2\]

Answer 187

\[\sqrt{3}\]

Answer 188

\[\sqrt{3}/2\]

Answer 189

\[\sqrt{2}\]

Answer 190

\[\sqrt{3}/2\]

Answer 191

\[\sqrt{2}/2\]

Answer 192

\[\sqrt{3}/2\]

Answer 193

\[(3+\sqrt{3})/2\]

Answer 194

\[2\sqrt{3}/3\]

Answer 195

\[\sqrt{2}/3\]

Answer 196

\[3\sqrt{3}/2\]

Answer 197

\[2\sqrt{3}/3\]

Answer 198

\[3\sqrt{3}/3\]

Answer 199

\[2\sqrt{3}/2\]

Answer 200

\[2\sqrt{3}/3\]

Answer 201

\[3\sqrt{3}/3\]

Answer 202

\[2\sqrt{2}/3\]

Answer 203

\[\sqrt{2}/3\]

Answer 204

\[\sqrt{2}/2\]

Answer 205

\[2\sqrt{3}/3\]

Answer 206

\[2\sqrt{3}/2\]

Answer 207

\[\sqrt{3}/3\]

Answer 208

\[\sqrt{2}\]

Answer 209

\[\sqrt{3}\]

Answer 210

\[\sqrt{3}/2\]

Answer 211

\[\sqrt{3}/2\]

Answer 212

\[\sqrt{2}/3\]

Answer 213

\[Indeterminado\]

Answer 214

\[2\sqrt{3}/3\]

Answer 215

\[Indeterminado\]

Answer 216

\[\sqrt{3}/2\]

Answer 217

\[\sqrt{3}/2\]

Answer 218

\[Indeterminado\]

Answer 219

\[\sqrt{3}/2\]

Answer 220

\[Indeterminado\]

Answer 221

\[\sqrt{3}\]

Answer 222

\[\sqrt{2}\]

Answer 223

\[\sqrt{3}/2\]

Answer 224

\[\sqrt{2}/3\]

Answer 225

\[\sqrt{3}/3\]

Answer 226

\[4\sqrt{3}/2\]

Answer 227

\[4\sqrt{3}/3\]

Answer 228

\[2\sqrt{3}/3\]

Answer 229

\[\sqrt{3}/3\]

Answer 230

\[\sqrt{3}\]

Answer 231

\[\sqrt{2}\]

Answer 232

\[\sqrt{3}/2\]

Answer 233

\[2\sqrt{3}\]

Answer 234

\[3\sqrt{3}/2\]

Answer 235

\[3\sqrt{3}\]

Answer 236

\[cos(x)\space y\space sen(x)\]

Answer 237

\[csc(x)\space y\space sen(x)\]

Answer 238

\[cos(x)\space y\space sec(x)\]

Answer 239

\[cos(x)\space y\space csc(x)\]

Answer 240

\[cot(x)\space ,\space sen(x),\space tan(x),\space cos(x)\]

Answer 241

\[cos(x)\space ,\space sen(x),\space tan(x),\space csc(x)\]

Answer 242

\[cot(x)\space ,\space sen(x),\space tan(x),\space csc(x)\]

Answer 243

\[cot(x)\space ,\space cos(x),\space tan(x),\space csc(x)\]

Answer 244

\[x=-π/2 \space \space Y\space \space x=π\]

Answer 245

\[x=-π/2\space \space Y\space \space x=3π/2\]

Answer 246

\[x=-π/2\space \space Y\space \space x=π/2\]

Answer 247

\[x=-π/2\space \space Y\space \space x=2π\]

Answer 248

\[x=-3π/2\space \space ,\space \space x=-π/2\space \space ,\space \space x=π/2 \space \space,\space \space x=π\]

Answer 249

\[x=-π\space \space ,\space \space x=-π/2\space \space ,\space \space x=π/2 \space \space,\space \space x=3π/2\]

Answer 250

\[x=-2π\space \space ,\space \space x=-π/2\space \space ,\space \space x=π/2 \space \space,\space \space x=3π/2\]

Answer 251

\[x=-3π/2\space \space ,\space \space x=-π/2\space \space ,\space \space x=π/2 \space \space,\space \space x=3π/2\]

Answer 252

\[x=-π/2\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 253

\[x=-3π/2\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 254

\[x=-2π\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 255

\[x=-π\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 256

\[x=-π/4\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 257

\[x=-π\space \space ,\space \space x=0\space \space ,\space \space x=π \]

Answer 258

\[x=-π\space \space ,\space \space x=0\space \space ,\space \space x=3π/2 \]

Answer 259

\[x=-π\space \space ,\space \space x=0\space \space ,\space \space x=π/3 \]

Answer 260

La identidad de Fermat

Answer 261

La identidad de Euler

Answer 262

La identidad de Descartes

Answer 263

La identidad de Poincare

Answer 264

\[e^{iπ} = -1\]

Answer 265

\[e^{iπ} = 0\]

Answer 266

\[e^{iπ} = 1\]

Answer 267

\[e^{iπ} = 2\]

Answer 268

\[\left\{\frac{log(-1)}{i}\right\}\]

Answer 269

\[\left\{\frac{log(-1)}{-1}\right\}\]

Answer 270

\[\left\{\frac{log(i)}{i}\right\}\]

Answer 271

\[\left\{\frac{log(-1)}{e}\right\}\]

Answer 272

\[(-1)^{2/iπ}\]

Answer 273

\[(-1)^{1/iπ}\]

Answer 274

\[(1)^{1/iπ}\]

Answer 275

\[(-1)^{1/-i}\]

Answer 276

\[\left\{\frac{log(1)}{π}\right\}\]

Answer 277

\[\left\{\frac{log(-1)}{π}\right\}\]

Answer 278

\[\left\{\frac{log(-1)}{i}\right\}\]

Answer 279

\[\left\{\frac{log(-1)}{e}\right\}\]

Answer 280

\[\left\{\frac{3000.sen(90)}{sen(20)}\right\}\]

Answer 281

\[\left\{\frac{3000.sen(90)}{sen(40)}\right\}\]

Answer 282

\[\left\{\frac{2000.sen(90)}{sen(40)}\right\}\]

Answer 283

\[\left\{\frac{3000.sen(95)}{sen(40)}\right\}\]

Answer 284

\[\left\{\frac{3000.sen(90)}{sen(15)}\right\}\]

Answer 285

\[\left\{\frac{3000.sen(90)}{sen(20)}\right\}\]

Answer 286

\[\left\{\frac{3000.sen(90)}{sen(25)}\right\}\]

Answer 287

\[\left\{\frac{2000.sen(90)}{sen(25)}\right\}\]

Answer 288

\[\left\{\frac{3000.sen(90)}{sen(15)}\right\}\]

Answer 289

\[\left\{\frac{3000.sen(90)}{sen(20)}\right\}\]

Answer 290

\[\left\{\frac{3000.sen(90)}{sen(25)}\right\}\]

Answer 291

\[\left\{\frac{2000.sen(90)}{sen(25)}\right\}\]

Answer 292

\[\left\{\frac{DA.sen(25)}{sen(25)}\right\}\]

Answer 293

\[\left\{\frac{DA.sen(15)}{sen(90)}\right\}\]

Answer 294

\[\left\{\frac{DA.sen(15)}{sen(15)}\right\}\]

Answer 295

\[\left\{\frac{DA.sen(15)}{sen(25)}\right\}\]

Answer 296

La Parabola

Answer 297

La Circunferencia

Answer 298

La Hiperbola

Answer 299

Primer y Sexto Renglon

Answer 300

Quinto y Sexto Renglon

Answer 301

Quinto y Tercer Renglon

Answer 302

Quinto y Segundo Renglon

Answer 303

Quinto y Segundo renglon

Answer 304

Primer y Tercer renglon

Answer 305

Primer y Segundo renglon

Answer 306

Primer y Sexto renglon

Answer 307

Primer y Cuarto renglon

Answer 308

Tercero y Cuarto renglon

Answer 309

Tercero y Quinto renglon

Answer 310

Segundo y Cuarto renglon

Answer 311

Las coordenadas de un punto sobre la conica

Answer 312

Las coordenadas del punto centro de la conica

Answer 313

Las coordenadas del punto inicial de la conica

Answer 314

Las coordenadas de cualquier punto de la conica

Answer 315

\[\sqrt{1/2}\]

Answer 316

\[\sqrt{2}\]

Answer 317

\[\sqrt{3}\]

Answer 318

\[\sqrt{5}\]

Answer 319

La numero 16 (Circunferencia)

Answer 320

La numero 9 (Hipérbola)

Answer 321

La numero 1 (Función Lineal)

Answer 322

La numero 10 (Valor Absoluto)

Answer 323

Decreciente

Answer 324

Ninguna de las anteriores

Answer 325

Decreciente

Answer 326

Ninguna de las anteriores

Answer 327

Decreciente

Answer 328

La sucesión de números cuadrados

Answer 329

La sucesión de números triangulares

Answer 330

La sucesión de fibonacci

Answer 331

La sucesión de números tetragonales

Answer 332

\[\left\{\frac{n(n+1)}{2}\right\}\]

Answer 333

\[\left\{\frac{n(n+1)}{3}\right\}\]

Answer 334

\[\left\{\frac{n(n+2)}{2}\right\}\]

Answer 335

\[\left\{\frac{n(n-1)}{2}\right\}\]

Answer 336

\[\left\{\frac{n(n+1)(2n+1)}{6}\right\}\]

Answer 337

\[\left\{\frac{n(n+1)(2n+1)}{4}\right\}\]

Answer 338

\[\left\{\frac{n(n+1)(3n+1)}{6}\right\}\]

Answer 339

\[\left\{\frac{n(n-1)(2n+1)}{6}\right\}\]

Answer 340

\[\left\{\frac{(n(n+1))^2}{(2)^3}\right\}\]

Answer 341

\[\left\{\frac{(n(n+1))^2}{(2)^2}\right\}\]

Answer 342

\[\left\{\frac{(n(n+1))^3}{(2)^2}\right\}\]

Answer 343

\[\left\{\frac{(n(n-1))^2}{(2)^2}\right\}\]

Answer 344

Convergente

Answer 345

Conmutable

Answer 346

Antiderivada

Answer 347

Continuidad

Answer 348

Áreas bajo curva de una función en un intervalo indefinido

Answer 349

Áreas bajo curva de una sucesion en un intervalo definido

Answer 350

Áreas bajo curva de una función en un intervalo definido

Answer 351

Áreas sobre curva de una función en un intervalo definido

Answer 352

La suma de términos de una funcion

Answer 353

La resta de términos de una sucesion

Answer 354

La suma de términos de una sucesion

Answer 355

La suma de numeros de una sucesion

Answer 356

La variación entre dos numeros en un intervalo definido de una función continua

Answer 357

La acumulacion entre dos magnitudes en un intervalo definido de una función continua

Answer 358

La variación entre dos magnitudes en un intervalo definido de una sucesion continua

Answer 359

La variación entre dos magnitudes en un intervalo definido de una función continua

	Criado por Jhon Edison Bravo mais de 9 anos atrás

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Evaluacion Final Matematicas

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