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Express the trig ratios as fractions in simplest terms.
Answer

cos L=

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sin K=

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cos L" and "sin K

Express the trig ratios as fractions in simplest terms.\newlineAnswer\newlinecosL= \cos L= \newline \square \newlinesinK= \sin K= \newline \square \newlinecosL and sinK \cos L \text { and } \sin K

Full solution

Q. Express the trig ratios as fractions in simplest terms.\newlineAnswer\newlinecosL= \cos L= \newline \square \newlinesinK= \sin K= \newline \square \newlinecosL and sinK \cos L \text { and } \sin K
  1. Identify values: Identify the values of cosL\cos L and sinK\sin K from the given right triangle. Assume the triangle has sides of 33, 44, and 55, where 55 is the hypotenuse.
  2. Simplify fractions: Simplify the fractions if necessary. In this case, both fractions are already in their simplest form.

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