Domain Range Inverse Trigonometric Functions arctan arcsec arccsc arccot class 12 NCERT

[@alexanderbello3223]

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[@avatarkuttycreation8464]

Super sir the topic which I could not understand u made it to easy. Awesom sir

[@niharikatripathy4186]

Nyc sr

[@praveenkumarsentamilselvan572]

Super sir...Nice teaching.. After seeing your video it is Crystal clear.. Thank you sir..

[@believeinyourself1165]

You clear all of the concepts ...Thanks

[@vazirattar6580]

Thank you sir
It helped me a lot
😊😊😊

[@AnoHub6]

nice

[@unknown-cf3lx]

Very helpful 🥰🥰

[@erumfawwad1464]

Great sir!

[@prantokumarsarker9460]

Thanks sir😊
It helped me a lot☺

[@panditgadadan647]

Thank you sir ❤❤

[@MathematicsTutor]

Thanks for appreciation

[@kushagrasuryansh9004]

Aap btaeyega cosec inverse ka range me open bracket kaise le liye

[@sanjnarathour450]

Nice explanation

[@roseb2105]

how do we know what to restrict the domain and range to

[@njr145]

Sir it helped me lot thanks a lot😍😘😘😘😘😘🥰🤗🤗🤗🤗

[@gwaiwang6075]

Thank you so much 😭

[@thunderdking1]

Sir, in tan x(domain x is equal to pi/2) how sir🤔🤔🤔 the graph of tan function is showing that (pi/2 is greater than 'x') but not showing that equal of 'x'

[@MathematicsTutor]

odd multiples of pi/2 are not in domain of tan x. Thanks

[@thunderdking1]

@@MathematicsTutor sir ,🙏 I can't understand the domain of sec inverse x and cosec inverse x

[@vinnycrism]

Thanks

[@geddamabhi6664]

Thanks you sir

[@sanjeevjoshi1505]

THANKU SIR

[@sureshk1657]

Sir my doubt why the sin inverse x range is [-π/2 ,π/2] give ur explanation. Why can't [π/2, π/2]

[@MathematicsTutor]

Function should pass horizontal line test and also represent the complete range. Sine is an odd function. That gives advantage to the domain [-π/2 ,π/2]. Hope that helps. Thanks

[@alexanderbello3223]

@@MathematicsTutor in this case, both the domain and range for every type of trigonometric function shown, they are just restricted functions in order to make them pass the horizontal line test which allows you to know whether a function has an inverse or not

[@devanshkumarsaini4591]

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[@zakirmohammed9662]

u r mathematician go forward

[@MathematicsTutor]

Thanks for encouragement.