DO NOT USE CALCULUS (Integration, Cross product, etc.) TO SOLVE ANY OF THESE QUESTIONS.!!!!!!!1

DO NOT USE CALCULUS (Integration, Cross product, etc.) TO SOLVE ANY OF THESE QUESTIONS!!!!!!

DO NOT USE CALCULUS (Integration, Cross product, etc.) TO SOLVE ANY OF THESE QUESTIONS!!!!

Please answer all parts SHOWING ALL STEPS CLEARLY EXPLAINING THE CONCEPTS IN SIMPLE ENGLISH!!

Also, please make sure all solutions are 100% correct. DO NOT USE CALCULUS (Integration, Cross product, etc.) TO SOLVE ANY OF THESE QUESTIONS.

Again, DO NOT USE CALCULUS (Integration, Cross product, etc.) TO SOLVE ANY OF THESE QUESTIONS!!!!

THE CORRECT ANSWERS ARE AS FOLLOWS, SO PLEASE CLEARLY SHOW AND EXPLAIN HOW TO GET THESE ANSWERS!! THANK YOU!! :

QUESTION #1 : 5.0A

QUESTION #2 : 104.3 *10^-9 Coulombs

QUESTION # 3 : -346*10^-6 Coulombs

QUESTION #4 : 34,690 m/s

QUESTION #5: 2.2

Four long parallel wires pass through the corners of a square with side 15 cm and currents I and 2/ as shown in the figure. Calculate I if the magnitude of the magnetic field at the center O of the square is 40 MT. 21 21 (1) 5.0 A (2 7.5 A (3) 10 A (4) 3.5 A (5) 2.5 AA capacitor is charged to produce a uniform eld between its plates. The circular plates each have a radius of 1.0 m and are separated by 0.61 cm. A free electron is released at rest near the negative plate and it hits the positive plates 4.3 x 10' 9 5 later. What is the amount of charge on the positive plate, expressed in nC (10' 9 Coulombs)? A capacitor is made from large circular plates whose radius is R = 3 m (larger than shown in the diagram), and which are d = 6 mm apart. Locations B and C arejust inside the plates, as shown above. The potential difference VC - VB = 8.3x103 volts. What is the magnitude and sign of the charge on the left plate, in \"C? R=3m 2 111111 |--| A proton traveling in the x direction approaches a capacitor consisting of two large, oppositely charged metal plates. The circular plates are 4.4 cm apart and each has a radius of 2.6 m. Each plate has a charge |Q| = 9 x 10'9 C. The left plate is positively charged. The proton enters through the capacitor through a small hole in one of the plates at location A with a speed of 4 x 104 m/s. What is the speed of the proton, in m/s, when it exits through a small hole at location B? Two large parallel plates are connected to a power supply set at 11.7 volts, and the electric field between the plates has a magnitude of 1.4 x 105 V/m. A material with a dielectric constant of 2.2 is inserted between the plates. An adjustment is made to the plate separation, d, to keep the capacitance the same. What is the new plate separation in terms of d? *d