Reciprocal of sec in trigonometry crossword.
Let’s consider a few examples: If sin(θ)=1/2 , then csc(θ)=2. This follows directly from the definition of cosecant as the reciprocal of sine. For cos(θ)= (√3)/2 , we find sec(θ)=2/√3 or (2√3)/3 when rationalized. These examples illustrate how reciprocal identities are applied in practical situations.
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