Is anyone available to help walk me through the steps to solve an equation such as this?

1. Using the diagram below, write a. AF in terms of AB b. AF in terms of AB and BC. C E D B 2. Add the following vectors using the Triangle Law. a. 9 N on a heading of [S2.W] and 11 N on a heading of [N31 .W]. b. 7 m/s on a bearing of 30 and 2 m/s from a bearing of 343. [HINT: a vector "on" a bearing extends "out" from the origin and a vector "from" a bearing is directed in "toward" the origin] 3. Add the following vectors using the Component law. a. 9 m/s [N30 E] and 2 m/s [N 60 E]. b. 3 N in a direction 15 south of west and 4 N in a direction 12 east of south. 4. A plane is heading on a bearing of 200 with an airspeed of 400 km/h when it is blown off course by a wind of 100 km/h from the northeast. Determine the resultant ground velocity of the plane