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The Transfer characteristic of the different types of MOSFETs is shown below, where ID is drain current and VGS is the Gate-Source voltage, the correct combination of MOSFET w.r.t to transfer characteristics is: Types of MOSFET (P) P – Channel Enhancement MOSFET (Q) P – Channel Depletion MOSFET (R) N – Channel Enhancement MOSFET (S) N – Channel Depletion MOSFET
Choose the correct statement(s) i) The gate circuit impedance of MOSFET is higher than that of a BJT ii) The gate circuit impedance of MOSFET is lower than that of a BJT iii) The MOSFET has higher switching losses than that of a BJT iv) The MOSFET has lower switching losses than that of a BJT
Following figure shows a network services model infrastructure for an SOA, which is based on the SOA meta-model of the ________ Group.
An SOA has net gain coefficient of 300, at a gain of 30dB. Determine length of SOA.
The SOA for an IGBT is plotted for
For MOSFET’s SOA, as the pulse width goes on increasing, the maximum voltage rating ____ & current rating ____
When labour is plotted on X-axis and capital is plotted on Y-axis and an iso-quant is prepared, then which of the following statements is/are false ? (a) Marginal rate of technical substitution of labour for capital is equal to the slope of the iso-quant. (b) Marginal rate of technical substitution of labour for capital is equal to change in the units of capital divided by the change in the units of labour. (c) Marginal rate of technical substitution of labour for capital is the ratio of marginal productivity of capital to marginal productivity of labour.
If for a process, 18 out of 20 points are plotted above the CL but below the upper control limit, and only 2 of 20 are plotted between the center line and the lower control limit, what can we say about the process state?
The average number of points that must be plotted before an out-of-control point is plotted on an Individuals control chart?
A point z has been plotted in the complex plane, as shown in figure below.
Complex Variable mcq question image
The plot for point $$\frac{1}{{\text{z}}}$$ is