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14 June, 16:18

Prove that tanx+secx/

secx (1 + tanx/secx) = 1

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  1. 14 June, 19:34
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    See below.

    Step-by-step explanation:

    We need to prove that tanx + secx = secx (1 + tanx / secx) (because their quotient = 1).

    Taking the right side of the identity:

    secx (1 + tanx / secx) Distributing the sec x we get:

    secx + tanx = the left side.
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