Answer
reciprocal, clear, multiplying
Work Step by Step
To solve an equation containing secant, cosecant, or cotangent functions, first rewrite
each function using a $\;\;{\color{Red} {reciprocal} }\;\;$ identity and then $\;\;{\color{Red} {clear} }\;\;$ fractions by $\;\;{\color{Red} {multiplying} }\;\;$
both sides of the equation by the least common denominator.
