Trigonometric Identities

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All the trigonometric Identities that you would need for NCERT and JEE. Includes both trigonometry and inverse trigonometry. Answer only with definition, I've included cards for both ways around, don't worry. For Question Types, enable only "Flashcards". Star the terms you need as there are a lot that will probably not be on a board exam. Let me know if anything is missing!

Last updated 6:56 AM on 12/25/25
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199 Terms

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<p>In terms of double angles</p>

In terms of double angles

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<p>In terms of tan</p>

In terms of tan

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<p>in terms of sin and cos</p>

in terms of sin and cos

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<p>in terms of sin and cos</p>

in terms of sin and cos

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<p>in terms of tan</p>

in terms of tan

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<p>in terms of tan</p>

in terms of tan

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of sin</p>

in terms of sin

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<p>in terms of cos</p>

in terms of cos

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<p>in terms of radicals in fraction form</p>

in terms of radicals in fraction form

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<p>did you know this?</p>

did you know this?

yes

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<p>in terms of sin and cos but not in the regular way</p>

in terms of sin and cos but not in the regular way

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<p>half angle formula in terms of sin and cos</p>

half angle formula in terms of sin and cos

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<p>half angle formula</p>

half angle formula

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<p>half angle formula</p>

half angle formula

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<p>half angle formula in terms of tan</p>

half angle formula in terms of tan

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