Part (a) Select a diagram that follows from the problem description. SchematicChoice : |qE - Y,= 0 у-ахis у-ахis у-ахis -y,= 0 Y,=0 of of v v qE y, y, E у-ахis y,= 0 y2 Part (b) The charge q travels from point y, to point y2, where the total traveled distance is d. Find the potential difference that the charge traverses. When you enter your answer you can assume that y, = 0. Expression : V2 - V1 = Select from the variables below to write your expression. Note that all variables may not be required. cos(a), cos(o), cos(0), sin(a), sin(4), sin(0), a, B, 0, d, E, g, h, m, t Part (c) If the charge q = 4.34 µC, distance d = 150.9 m and the field magnitude E = 44.8 V/m, what is the work needed to keep the charge on its angled trajectory? Answer in joules. Numeric A numeric value is expected and not an expression. W =

A particle of mass 7.25 x 10-9 kg is moving 14.5 m/s in a field of 0.0393 T. It moves in a circle of radius 0.100 m. What is the charge of the particle? [?]×10?'C Coefficient (green) Exponent (yellow) Enter

Please excuse the lack of labeling on the diagrams Because of software problem. The small circle On the left represents Q, and one on right Represents Q,. The x between the2 charges represents point P,the midpoint between the two charges,while the little circle below represents point A, directly below Q. the distance between Q, aqnd Q is 40 cm. Point A is 30 cm below Q. If Q = 5 µC and Q = 10 µC Find %3D a) Potential at Point P, b) the potential at A, c) the work done to move a test charge q = e = 1.6x10-19 from point P to A

Either all parts or none, asap plxxx