Solve for the node voltages shown in the figure below. The component values are R 1 R1R_1 = 10 Ω Ω , R 2 R2R_2 = 17 Ω Ω , R 3 R3R_3 = 10 Ω Ω , R 4 R4R_4 = 8 Ω Ω and R 5 R5R_5 = 8 Ω Ω . (Figure 1) Figure 1 of 1 The figure shows a closed electric circuit in the form of a star with three beams connected to the central node. The first beam consists of resistor R subscript 2. The second beam consists of resistor R subscript 3. It is connected to the first beam through resistor R subscript 1 with voltage v subscript x across it. The positive reference of the voltage is at the second beam. The third beam consists of controlled voltage source 2 times v subscript x with the positive reference at the central node. The end of the beam is grounded. It is connected to the first beam by a parallel connection of resistor R subscript 4 and a 1-ampere current source directed toward the first beam. The second and third beams are connected by a parallel connection of resistor R subscript 5 and a 2-ampere current source directed toward the second beam. Voltage v subscript 1 is at the end of the first beam, and v subscript 2 is at the end of the second. Part A Determine the node voltage v 1 v1. Express your answer to two significant figures and include the appropriate units. View Available Hint(s) v1 = nothing nothing Submit Part B Determine the node voltage v 2 v2. Express your answer to two significant figures and include the appropriate units.