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Look at the reciprocal Trig identities attached. Arrange the array of functions in the problem so that "reciprocal mates" are grouped together. Recall that the product of an expression and its reciprocal is 1.
sinΘ * cscΘ * secΘ * cotΘ = (sinΘ * cscΘ ) * secΘ * cotΘ = 1 * secΘ * cotΘ = ? Rewrite secΘ and cotΘ in terms of sine and cosine and determine if further simplification is possible.
secΘ * cotΘ = 1/cosΘ * cosΘ / sinΘ = ?
@cutegirl
csc theta
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