Grade 12 physics Fields Unit, answer question 1.bcd and 2bcd, it will take around 10min to do it, so won't split up.

eets, staple together when finished. , Show all your work on separate sh _ . _ I Remember to present final results with units and directions when needed. ' / \\/ Ta, = 6.38 x 106m _ -1 2 24 k=9x109Nizz e=1.6x1019C 0:6.67x101Nfg2- M$=5.97> 1 ? 2 2 2, 3mm) "921 605(0) = if; tan(9) = {5% Ad = let + 7am: v2 = 171 + ZaAd 1. Charged parallel plates (a capacitor) with a potential difference (voltage) of 1.0 kV are used to accelerate an alpha particle (ma = 6.64 x 10'27 kgJ q = +2e) horizontally, from rest to a maximum velocity. The particle is then steered upwardmher set of parallel J " l l e: 3.0 x 104 NIC. charged plates (5 cm long and 2 cm apart) with a field strength of a. Make a diagram of this setup. b. Calculate the horizontal component of the particle's velocity. V, N \\f\". = O c. Calculate the vertical angle of deviation of the particle after it passes through the second set of plates. 6 d. If the distance between the charged plates used to horizontally accelerate the particle from rest were 10 cm apart, calculate the horizontal acceleration undergone by the alpha particle. .2. Two charged plates 540 cm apart are used to accelerate an electron (me = 9.1 x 10'31 k , v...) initially at rest. towards the East. The electron then enters a 104Tmagnetic field in which _~_. it traces out a semicircular ath. Th ' ' p . e electron comes out 3Q centimeters North of where it entered the magnetic field and now heads West. 32) a. Make a diagram of this setup. Include the particle's trajectory, any field lines and the forces acting on the particle. N'sm- b. Determine the radius of the particle's path in the magnetic field. c. Calculate the velocity of the particle in the magnetic field. A d. Calculate Ence between the charged plates