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 If tan x = tan α , then the general solution of the equation is
  • a)
    nπ – α
  • b)
    2nπ- α
  • c)
    nπ + α
  • d)
    2nπ + α
Correct answer is option 'C'. Can you explain this answer?
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If tan x = tan α , then the general solution of the equation isa)...
According to Torricelli's Theorem velocity of efflux i.e. the velocity with which the liquid flows out of a hole is equal to √2gh where h is the depth of the hole below the liquid surface.
Lets say side of the cube is a, so we have

When cubical box is half empty, height of wine surface above the spout is half of the diagonal of the cube's face, i.e.

Now the speed of the wine from the spout is 
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If tan x = tan α , then the general solution of the equation isa)...
If tan x = tan y, then x and y are either equal or they differ by an integer multiple of pi.

In other words, if two angles have the same tangent value, then they are either equal or they are "coterminal" angles, which means they differ by a multiple of 180 degrees or pi radians.
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A gaseous sample is generally allowed to do only expansion/compression type of work against its surroundings. The work done in case of an irreversible expansion (in the intermediate stages, of expansion/compression the states of gases are not define d). The work done can be calculated usingdW = NextdVwhile in case of reversible process the work done can be calculated using dw = PdV where P is pressure of gas at some intermediate stages. Like for an isothermal reversible process.Since d w = P d V so magnitude of worked one can also be calculated by, calculating the area under the PV curve of the reversible process in PV diagram.Q.If four identical samples of an ideal gas initially at similar state (P0, Vo, T0) are allowed to expand to double their volumes by four different processes..I : by isothermal irreversible process II : by reversible process having equation P2V = constant III : by reversible adiabatic process IV: by irreversible adiabatic expansion against constant external pressure.Then in the graph shown the final state is represented by four different points then, the correct match can be

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If tan x = tan α , then the general solution of the equation isa)nπ – αb)2nπ- αc)nπ + αd)2nπ + αCorrect answer is option 'C'. Can you explain this answer?
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If tan x = tan α , then the general solution of the equation isa)nπ – αb)2nπ- αc)nπ + αd)2nπ + αCorrect answer is option 'C'. Can you explain this answer? for JEE 2024 is part of JEE preparation. The Question and answers have been prepared according to the JEE exam syllabus. Information about If tan x = tan α , then the general solution of the equation isa)nπ – αb)2nπ- αc)nπ + αd)2nπ + αCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for JEE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If tan x = tan α , then the general solution of the equation isa)nπ – αb)2nπ- αc)nπ + αd)2nπ + αCorrect answer is option 'C'. Can you explain this answer?.
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