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Exam Elite Formula Platform

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866 results. Open any card and leave one value empty to calculate it.

Economics

National, Capital and labor incomes

Economics

\[Total_capital_income = r \cdot K_bar\]
CAT & MBA
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Civil Engineering

Negative skin frictions for Cohesive less soil

Civil Engineering

\[Q_n \cdot f = P \cdot force_per_unit_surface_length_of_pile\]
GATE
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Economics

Net capital outflows

Economics

\[N \cdot X = S - I\]
CAT & MBA
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Electrical Engineering

Net cross sectional Area transformer

Electrical Engineering

\[A_n = k_s \cdot A_G\]
GATE
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Electrical Engineering

Net mechanical power output

Electrical Engineering

\[P_sh = P_g - Rotor_ohmic_loss - Friction_and_windage_losses\]
GATE
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Finance

Net Profit Margin

Finance

\[Gross_Profit_Margin = ( ( ( Gross_profit ) ) / ( ( Revenue ) ) )\]
CAT & MBA
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Mechanical Engineering

Net work done and MEP

Mechanical Engineering

\[Wnet = MEP \cdot Displacement\]
GATE
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Civil Engineering

Newmark's Chart Method

Civil Engineering

\[\sigma_{Z} = 0.005 \cdot q \cdot N_{A}\]
GATE
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Physics

Newton's Formula

Physics

\[XY = ( f ^ 2 )\]
Engineering
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Physics

Newton's-Viscous Law

Physics

\[F = -\eta \cdot A \cdot \frac{dv}{dx}\]
Engineering
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Electrical Engineering

No of brushes in Lap winding

Electrical Engineering

\[No_of_brushes = A\]
GATE
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Electrical Engineering

No of brushes in wave winding`

Electrical Engineering

\[No_of_brushes = A\]
GATE
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Mechanical Engineering

No. Of Order with Instantaneous Replenishment

Mechanical Engineering

\[No_{of\_order} = \frac{D}{Q_{star}}\]
GATE
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Electronics Engineering

Nominal Ratio of current transformer

Electronics Engineering

\[K_{n} = \frac{rated_{primary\_winding\_current}}{rated_{secondary\_winding\_current}}\]
GATE
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Electronics Engineering

Nominal Ratio of Potentiometer transformer

Electronics Engineering

\[K_{n} = \frac{rated_{primary\_winding\_voltage}}{rated_{secondary\_winding\_voltage}}\]
GATE
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Civil Engineering

Non-Carbonate Hardness of water

Civil Engineering

\[Non_carbonate_hardness = Total_hardness - Alkalinity\]
GATE
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Electronics Engineering

Normal Curve of Errors

Electronics Engineering

\[y = \frac{1}{\sigma \cdot \sqrt{2 \cdot \pi}} \cdot \exp\left(\frac{{-x}^{2}}{2} \cdot {\sigma}^{2}\right)\]
GATE
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Mathematics

Normal of Parabola

Mathematics

\[y = mx - 2 \cdot am - a \cdot ( m ^ 3 )\]
Engineering
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Mechanical Engineering

Normal Time in Johnson’s Problem

Mechanical Engineering

\[Normal_Time = Observed_time \cdot Rating_time_factor\]
GATE
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Chemistry

Normality

Chemistry

\[N = ( ( ( w \cdot 1000 ) ) / ( ( ( E_w ) \cdot V \cdot ( ml ) ) ) )\]
Engineering
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Computer Science

Number of Channels or Links for N Computers

Computer Science

\[Number_of_Channels_or_links_for_n_computers = ( ( n \cdot ( n - 1 ) ) / ( 2 ) )\]
GATE
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Computer Science

Number of collisions with hash

Computer Science

\[Number_of_collision = ( ( n \cdot ( n + 1 ) ) / ( 2 \cdot m ) )\]
GATE
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Computer Science

Number of Comparisons in Bubble Sort

Computer Science

\[Total_number_of_comparisons_in_bubble_sort_after \cdot k - iteration_of_outer_loop = ( ( 2 \cdot k \cdot n - k ^ ( 2 ) - k ) / ( 2 ) )\]
GATE
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Computer Science

Number of Comparisons Required

Computer Science

\[Total_number_of_comparisons_required = ( ( n ^ ( 2 ) ) / ( 2 ) )\]
GATE
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