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Mechanical Engineering

Max Bending Moment due to uniform load

Mechanical Engineering

\[Max_Bending_Moment = ( w \cdot L ^ ( 2 ) ) \cdot ( 2 )\]
GATE
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Mechanical Engineering

Max Bending Moment in Simply supported beam

Mechanical Engineering

\[Max_Bending_Moment = M\]
GATE
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Mechanical Engineering

Max Bending Moment uniformly loaded beam

Mechanical Engineering

\[Max_Bending_Moment = ( w \cdot L ^ ( 2 ) ) \cdot ( 8 )\]
GATE
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Civil Engineering

Maximum daily Demand of water

Civil Engineering

\[Maximum_dally_demand = 1.8 \cdot Avg_daily_demand\]
GATE
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Electronics Engineering

Maximum flux density for sinusoidal supply

Electronics Engineering

\[B_{m} = \frac{E_{2}}{4.44 \cdot f \cdot A_{s} \cdot N_{2}}\]
GATE
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Civil Engineering

Maximum Hourly Demand of water

Civil Engineering

\[Maximum_hourly_demand = 1.5 \cdot Avg_demand_hourly_of_max_day\]
GATE
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Civil Engineering

Maximum Hourly Demand or Peak Demand of water

Civil Engineering

\[Maximum_hourly_demand_or_peak_demand = 2.7 \cdot Avg \cdot Hourly_demand\]
GATE
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Mechanical Engineering

Maximum Shear Stress

Mechanical Engineering

\[\tau = \frac{V \cdot A \cdot y_{bar}}{I \cdot b}\]
GATE
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Electrical Engineering

Maximum value of RRRV

Electrical Engineering

\[RRRV = w_n \cdot E_peak\]
GATE
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Mechanical Engineering

Mean Effective Pressure MEP for IC Engine

Mechanical Engineering

\[Wnet = P_{MEP} \cdot \Delta \cdot V\]
GATE
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Mechanical Engineering

Mean radius of friction surfaces in Uniform Wear

Mechanical Engineering

\[R = \frac{r_{1} + r_{2}}{2}\]
GATE
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Mechanical Engineering

Mean Stress in cyclic loading

Mechanical Engineering

\[\sigma_{m} = \frac{1}{2} \cdot \left(\sigma_{max} + \sigma_{}\right)\]
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Electrical Engineering

Mechanical power to electric power

Electrical Engineering

\[P_{conv} = T_{ind} \cdot \omega_{m}\]
GATE
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Computer Science

Memory Chip Notation

Computer Science

\[Memory_Chip_Notation = Memory_Depth \cdot ( Memory_Width )\]
GATE
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Computer Science

Memory Density

Computer Science

\[Memory_Density = Memory_Depth \cdot Memory_Width\]
GATE
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Mechanical Engineering

Metal Cutting Speed

Mechanical Engineering

\[V = ( \pi ) \cdot D \cdot N\]
GATE
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Mechanical Engineering

Metrology Tolerances

Mechanical Engineering

\[D = sqrt ( D_ \cdot D_ )\]
GATE
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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

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

Moment of Inertia - I Section

Mechanical Engineering

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