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October 26, 2014

Homework Help: math

Posted by john on Friday, March 1, 2013 at 7:01pm.

Three forces act concurrently on a point P as shown below. Which vector represents the direction of the resultant force on point P?data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALsAAAD9CAIAAABr85FMAAAMJElEQVR4nO2dzXWsMAxGpxAqoILZTRUuhAqoYBqhCXZU4ArcCFkoR3HMPxhsS99dvZPMm5DhRpYtW7xGAI7wSn0BoDBgDDgGjAHHgDHgGDAGHAPGgGPAmPQ456y1qa9iLzAmMZ/P5/V6vV6vUqSBMQlwznVdZ4x5eXRdF+XNh2GI9VazwJinadu2ruvXhFtvc0RgzKP4caXv+7ZtYQyYwVrLrtR13TQNfb2qqrqu3+83jAF/9H3PgaRtW/465bx933ddF3wrZ2DME7Rt2zSNPxui8aiqqnEcyRhjTLoLPACMSYC11s9dYAzYoGkaSmicc+M4DsNAAqW+rl2UcZWS4LSm73v+IowBi1AG8/l8/C/CGDDP9/ulhDeoCcAYMA+t9k4n0jAGzEDjUV3XqS/kEjDmIXhG7Se8JQJjHoKqBFwfKBcY8wQ8oy5lE8wKMOYJqIRUSuVoHRhzO34JSQAw5l6oZiQmwIww5m5o70vpM2ofGHMjsyWk0oExNyJmfuQDY+6CFmAkjUcEjLkLKiGVsnt3PzDmFmhGXcq2ukPAmPhwCSn1hdyCzN/qIhdzVTElpFlgzAwXV9sEB5gRxkRH5IzaB8bEhCqOIhNeBsZEIziFJBUYEw15JaRZYEwcuEuDpBLSLDAmAs45qSu8U2BMBASv8E6BMRGgACN4Ru0DY64i4xTSfmDMVWSv8E5R9KveAfX1+H6/qS/kOWDMeSSdQtoPjDkP1ajFHBLYCYw5ibaEl4ExZ+ASkrYAM4o0plsg4o+gxkGv14sa2alCmjF+F+6AiPFASQlpFhhzGFrhVVITmCLZmNYj1qgke9f3HqT95r4xd7w/bYJRtWQXINkYYww/7yrKkDTbWFUbko3xuZ52WGslNQ46TY7GXJmyLhnjjyNt20476m5CM2q1CS+TozHGmNMTV9+YWSf4+WlHQ8XKe6oiR2OixJjZYBDMpPa/7VLnZoXkaMwVNlPdE23GqEatsIQ0izRj/Nxl/TU7jXHO0es17PregzRj9jQSO2QMbWlQPqP2kWbMOI7W2vXEeb8xIhvZXUSgMevwKLPHGAowmFH7qDNm3F15phwZCW+ARmO6rtvTDqisx1A/hkZj9sArN6kvJDvwiczAWxqwwjsFxsxwroygBBgTwuMRMphZYEwIJbwIMEvAmH9gz9QmMOYPXtxDwrsCjPlDVeOg08CYPyjADMOQ+kKyBsb8QhtrkMFsAmPGEaeQjoDPaBylP3siLjBGaeOg02g3xlqrpxVvFLQbgxn1UVQbw+cKEGD2o9oYGo8woz6EamMwoz6B3s8LxxzPodQYtZ0yr6PRGGstdn1ba6mh5NE6mkZjKMAoH4/848afz4d6v+05yKfOGC4hKT/myCvdAcYYsmfpP6ozZrOEpK1F7/f7NR5VVfkCTTv+qTNmfUZNA5bm8EN/UX7ICV6gy5jNGbW1VmHFgLLgwBWaS04jriJjuBlR6gvJiL7vg86B9Oe08kFp+fiGYVgamHXStq0fVIwxnNutPwVIizFoHMRwrGVX/Lxtc21TizF+yNXJdDo9XYDh16ysbaowRnPjoK7rgkylrutZIZxzez4o+cbobBxkrW3bNhiA1kPszlqbfGNoSaqgXd8XlxCHYfAX4qqqMsZsVtB4KXzzlcKNUTWj5i2FBFWLdm535/+y/cqrl5kx/AnKPiQQZCpVVZ2oSNMi3p5XSjZG9tOFafHNz1SeydXEGrNnolgolNUGA9BjP12sMSIDTFD9eb/fxpiHi+0yjZG3KdMPKnVd79z9dAcCjXHOUY26oBn1LJSN8gOhaG2t67q0O3gEGiOgFe+0pJxPvCz4Y12i6Bl127a0a52DSm6pmDRjym0c5I8+r7kyYSaIMqbQxkGluEIU9uGuQ/G8iISXstpgAOq6Lv/BVI4xnCpm/qEHm9+KWzQSYgzPqLNd4XXO+VltXdd7SsoZIsSYnBsH9X3vV3+opJz6os4jxJgMS0jTzW+FBpUACcbkNqPuui7Y/Jbz3OcoxRvDNerUFzKO4zjdKJl5Gn6CLD7o03DCm/YUUlBS3rlRslDKNobvU6o/5dmNkkmu5DEKNobv1vM3aXpKuW1bqUEloGBjKGN4WJdpphIlqw3eM+fFvVKNoXPUVVU9Mx5Rz4cgU4n4o2d1ySej98nugnbyWKdMrm4SN20/WNIFMSYaD/z9BVkt7ZW86WfFHeNupUhjbg0w0+M/D2S1/OM6jzzXcsoz5r5d39ONko/9xS+NShlKU54x0Vvx0lSZtzXRkY6Hb9WSMXy0sWkavylQQgozJu7zqIM1lVszlXWCbJeZfjd54CnMGP5ML75PkNUm34DNVzIdB3mppm3bHJ6lUJIxFBLe7/fpd5gWgCjHjHiR5+BLWvoWFc6+3+8r9TagZMZwb2pmPc282KghYVa7iR/wZl/AQSWHZltpjAnunz86LP0XaqFzdIoUBBXaK5nbBMQ5t27M+P8XSfsM97yMmR3Ix1ObYPq+D86fZrh+ygSpbgCnMkFfzCQkNob2kfjnMKZRhP8E99zyaVW59K0q/meV+lrGMbkxfC9XxvI9S3bUUmV6VOym63+SaRjWOFdiY/iX98ep4MWbx0oCV7LKaq8zNSbtqf30eYy/3jqNvdxbddoCIzgqVtd1Dkui0aHwSXkYPdBGYzeQpcw3+OtZenrW9L/LGICKIL0x/CyooJcO57AUdZxz9BX/kVFN0xSd1ZZILpmvT7CET9POIKuFKKnIzphgz1swZhlj8LibtGRnzGyKo+FURykkNma6YD81Jp8WcGBMWIkchmG2vjMdlUTOmcslx90OwTJ/boVD5WRnjLWW5s96ThmWRXbGJDnpCPaTlzEPn3QEJ8jLmJybkwEiL2Ownps/GRlTaP9mbWR0e0gXSVtbRJKLMVR9rKoq9YWADXIxhlbtkMHkTxbGcAaT9lwF2EMWxtCkGqt2RZDeGD6LhJy3CC4dY47C9dPU4EkSL7ByBoMhqRQSj0pN02DVriwS3ypkMMWR0pi2/McMKyTl3UKAKZFkxvChpFQXAM6RskfVK/VTbsAJ0hjDq3YoJBVHGmMowOAgUokkMAZlgaJJYEwODSPBaZ425mKTVZCcZMY8/HNBLJ6+c3ze8eGfC2LxqDFZPZsanOPRm4c1GAE8ZwzqjjJ47v7RpBoZTOk8ZAzvtcOQVDoPGRP32WsgIU8Yw4+iQIARwBPGoMeHJJ4wBgFGErcbg1U7Ydx+I7GxQRj3GoO6ozzuvZc47yiPG43hAIMeH5K40RiUBURylzHYayeVu4xB62+p3GLM0vMdgQBuMYZ6fKAsIJJbjEFZQDDxjcFeO9nEv6/IYGQT2RjKYNAGUTCRjaGnUiODEUxMY3hjA1btBBPTGBzB10A0Y9DjQwnRjEGAUUIcY7juiJxXPHGMQZcyPcQxBhmMHiIYg7KAKiLcZmzmVcVVYxBgtHH1TqP1tzYuGYPW3wq5ZAxW7RRy3hicd9TJ+fuNHh86OW8MdeZFBqONk8agx4daTt5yTJHUcsYYBBjNnLnrpAtyXp0cNmYYBvT40MxhY2jVDp151XLMGLT+BseMQetvcMAYzmBwHEkzB4xBWQCMh4zBXjsw7jeGc95brwbkz14DEGAAscsYbIUBzC4JsNcOMNvGWGtpK8xSWcBa283hnIt9tSA928bQpHolg3ktgJgkkm1jNns5LxmDY9gi2TCGAkxVVWtv4SliPHCISSRrxvAazPqkmo2JfGkgS35v8zAM02rR9/slFdZzWD/GNE1DAQYrN1L5NYbmz0E7D2qcuVmpXspjULAUya8x7/c7GH14SNq88Utpr3POWmuMocl5VVXYVSOAfzHGN2ZPBuO/kl7MBN9C4BHDP2N4ADpUd1zJfOnrlNagObQMfm8zdYfnu37ocTcrxrRta4xxzqG1ohh+b3NwR6fxoO97Y8y00x1Ho5WAxG+OUUkAf7eZjaEb7AcYjkCzUYf0WlnhHYaBRj3EGAHMGENlAQon9O8VXYjZyEHhh3MjFMBl8GcMhQqaCRtjuq7jwHBuYsyDEb0bTeCbpol6/eBp/ozhHogBV1ZvMbuWx790Nbi7UYrP/riGFtECmDemqqqIhSFa/I31biAt/4yhePD5fHCDwRLhIgpmv2AdbGoBx4Ax4BgwBhzjBy2y3d+/EmxdAAAAAElFTkSuQmCC

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