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The leakage current in a silicon transistor is about ___________ the leakage current in a germanium transistor
In an NPN silicon transistor, α=0.995, IE=10mA and leakage current ICBO=0.5µA. Determine ICEO.
Determine the value of emitter current and collector current of a transistor having α=0.98 and collector to base leakage current ICBO=4µA. The base current is 50µA.
For an NPN transistor connected as shown in below, VBE=0.7V. Give that reverse saturation current of junction at room temperature is 10-13A, the emitter current is_________
In NPN transistor, when emitter junction is forward biased and collector junction is reverse biased, the transistor will operate in
Consider an NMOS transistor having kn= 2 mA/V2. Let the transistor be biased at VOV = 1V. For operation in saturation, what dc bias current ID results? If a +0.1-V signal is superimposed on VGS, find the corresponding increment in collector current by evaluating the total collector current ID and subtracting the dc bias current ID.
There are 2 taps connected to a bucket. One tap flow hot water and other tap flow cold water. Hot water tap can fill the bucket in 15 min and cold water tap can fill the bucket in 10 min. A person opened both the tap and left the place. He returned at the time when bucket should be full but he found that due to leakage in the bottom of bucket. It is yet to be full. He reported the leakage and bucket become full in 2 minutes more, in how much time leakage can empty the bucket alone?
A tap fills the tank with water in 2 hours. But due to the leakage of water due to a leakage in the tank, the tank fills in \(2 \frac{1}{3}\) hours. In how many hours will the leakage empty the tank?
There was a leakage in the storage container of corona vaccine. If 22 kl of vaccine leaked out per day then it would have lasted for 100 days, if the leakage was 30 kl per day, then it would have lasted for only 90 days. For how many days would the vaccine have lasted, if there was not any leakage.
Two taps can fill a tank individually in 10 min and 20 min respectively without any leakage. However, there is a leakage at the bottom which can empty the filled tank in 40 min. In how much time will both the taps fill the tank with leakage?