a) You are investigating the electrical testing circuits and find that, in an inductive circuit, the relationship between instantaneous current i (amps) and the time t (secs) is given by: -9t. i = 2.1(1 – e-⁹t) е You have been asked to determine the time taken for the current to rise from 1 to B amps. b) The drive system of a conveyor used to transport the engine parts is made up of an open belt which passes over two pulleys. The pulleys have diameters of 200mm and 320mm respectively and the distance between centres is T mm. You have been asked to determine the length of the belt, using trigonometric techniques, assuming the belt is in tension.

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Hi, I am stuck with part B of this question. I dont even know where to start! any help would be much appreciated! thank you :) 

Part 2:
a) You are investigating the electrical testing circuits and find that, in an inductive circuit, the
relationship between instantaneous current i (amps) and the time t (secs) is given by:
–9t.
i = 2.1(1
-
e
You have been asked to determine the time taken for the current to rise from 1 to B amps.
b) The drive system of a conveyor used to transport the engine parts is made up of an open
belt which passes over two pulleys. The pulleys have diameters of 200mm and 320mm
respectively and the distance between centres is T mm.
You have been asked to determine the length of the belt, using trigonometric techniques,
assuming the belt is in tension.
Transcribed Image Text:Part 2: a) You are investigating the electrical testing circuits and find that, in an inductive circuit, the relationship between instantaneous current i (amps) and the time t (secs) is given by: –9t. i = 2.1(1 - e You have been asked to determine the time taken for the current to rise from 1 to B amps. b) The drive system of a conveyor used to transport the engine parts is made up of an open belt which passes over two pulleys. The pulleys have diameters of 200mm and 320mm respectively and the distance between centres is T mm. You have been asked to determine the length of the belt, using trigonometric techniques, assuming the belt is in tension.
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