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How is sin(pi/2 + x) equal to cos x ??
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Magic, of course :)
Type it in to your calc
Yes. lol.
Or, the fact that \[\Large \sin(\alpha+\beta) = \sin(\alpha)\cos(\beta)+\cos(\alpha)\sin(\beta)\] Pick whichever reason you like :D
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there is no button of x in the calculator @Ninagf99
in t 84 silver edition plus there is
Identities, @koli123able you should study them well :) Plug in \[\alpha = \frac\pi 2\] and \[\beta = x\] And work out the magic :D
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