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the expression (secx+tanx)2 is the same as ______
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\(\huge\color{green}{{\rm welcome}~\rm to~open~study!!:)}\)
for example \(\huge\color{red}{{\rm (a+b)^2}~}\) \(\huge\color{red}{\rm = (a+b)(a+b)}\) its mean you have same two order pair then you have to multiply yu can use foil method
and remember this \(\huge\color{orange}{{\rm (a+b)^2}~}\) = \(\huge\color{orange}{{\rm a^2+}~\rm2ab+b^2}\)
i"m sorry I'm a little stuck can you do the first step please?
its oky :) okay first you should expand the bracket you know secx= ??? and tanx= ??
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\[1/cosx?\] and \[sinx/cosx?\]
yesh that's right so |dw:1420427082515:dw| they both have same denominator can you solve bracket ??
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