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Electronics Engineering

Minority carrier charge storage

Electronics Engineering

\[Q = Q_p + Q_n\]
GATE
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Electronics Engineering

Minority carrier charge storage in n type

Electronics Engineering

\[Q_{n} = \tau_{p} \cdot I_{n}\]
GATE
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Electronics Engineering

Minority carrier charge storage in p type

Electronics Engineering

\[Q_{p} = \tau_{p} \cdot I_{p}\]
GATE
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Electronics Engineering

Mobility of charge carriers

Electronics Engineering

\[\mu = \frac{drift_{velocity}}{electric_{field\_intensity}}\]
GATE
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Mechanical Engineering

Module for spur gear

Mechanical Engineering

\[m = \frac{d}{z}\]
GATE
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Mechanical Engineering

Module in gear

Mechanical Engineering

\[m = \frac{d}{T}\]
GATE
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Chemistry

Molality

Chemistry

\[m = ( ( ( w \cdot 1000 ) ) / ( ( ( M_w ) \cdot m \cdot ( mg ) ) ) )\]
Engineering
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Chemistry

Molarity

Chemistry

\[M = ( ( ( w \cdot 1000 ) ) / ( ( ( M_w ) \cdot V \cdot ( ml ) ) ) )\]
Engineering
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Chemistry

Molarity and Molality

Chemistry

\[x_{1} = \frac{w \cdot \rho \cdot 1000}{1000 + m \cdot M_{2}}\]
Engineering
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Physics

Moment of Inertia

Physics

\[I = m \cdot ( r ^ 2 )\]
Engineering
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Mechanical Engineering

Moment of Inertia - I Section

Mechanical Engineering

\[l_x \cdot x = ( ( b \cdot d ^ ( 3 ) ) / ( 12 ) ) - ( ( b_1 \cdot d_1 ^ ( 3 ) ) / ( 12 ) )\]
GATE
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Mechanical Engineering

Moment of Inertia of Hollow Section

Mechanical Engineering

\[I_x \cdot x = ( ( b \cdot d ^ ( 3 ) ) / ( 12 ) ) - ( ( b_1 \cdot d_1 ^ ( 3 ) ) / ( 12 ) )\]
GATE
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Mechanical Engineering

Moment of Inertia of Rectangular Section

Mechanical Engineering

\[l_x \cdot x = ( ( b \cdot d ^ ( 3 ) ) / ( 12 ) )\]
GATE
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Mechanical Engineering

Moment of Inertia-Triangle

Mechanical Engineering

\[l_0 = ( ( b \cdot h ^ ( 3 ) ) / ( 36 ) )\]
GATE
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Economics

Monetary base

Economics

\[B = C + R\]
CAT & MBA
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Economics

Money demand by transaction theory (Baumol-Tobin)

Economics

\[Average_{money\_holdings} = \frac{Y}{2 \cdot N}\]
CAT & MBA
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Economics

Money supply

Economics

\[M = C + D\]
CAT & MBA
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Electrical Engineering

Monthly Average Load

Electrical Engineering

\[Monthly_{average\_load} = \frac{KWH_{delivered\_in\_one\_month}}{30 \cdot 24}\]
GATE
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Physics

Most Probable Velocity

Physics

\[v = sqrt ( ( ( ( 8 \cdot RT ) ) / ( ( \pi \cdot M ) ) ) )\]
Engineering
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Physics

Motion in Vertical Circle

Physics

\[( V_ ) = sqrt ( 4 \cdot Lg )\]
Engineering
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Electrical Engineering

Motor torque in terms of Tem

Electrical Engineering

\[T_{e} = \frac{2 \cdot T_{em}}{\frac{s_{mT}}{s} + \frac{s}{s_{mT}}}\]
GATE
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Electronics Engineering

Multistage Amplifiers Rise time

Electronics Engineering

\[t_{r} = \frac{0.35}{f_{H}}\]
GATE
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Physics

Mutual Inductance

Physics

\[N \cdot \phi = MI\]
Engineering
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Economics

National Income Accounting Identity

Economics

\[Y = C + I + G + N \cdot X\]
CAT & MBA
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