Under root sec a-1 divide by sec a + 1 + sec a+ 1 ÷ sec a-1 = 2cosec a
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Prove: under root (sec theta-1/sec theta+1) + under root (sec theta+1/sec theta-1) = 2 Cosec theta?
Missing: a+ | Must include: a+
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I will use A in pace of theta for ease Consider (sec A -1)/(sec A +1) = (1-cos A)/(1+cos ... More
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√{(sec β -1)/(secβ +1)} = √{(1 - cosβ)/(1+cosβ)} (by dividing every term by ... More
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[math]\sqrt{\dfrac{sec \theta-1}{sec \theta+1}}+ \sqrt{\dfrac{sec \theta+1}{sec \theta-1}}[/math] ... More
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