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Express cos C as a fraction in simplest terms. Answer Attempt 2 out of 2 cos C= ◻ Submit Answer

Express cos⁡C \cos C as a fraction in simplest terms.\newlineAnswer\newlineAttempt 22 out of 22\newlinecos⁡C= \cos C= \newline□ \square \newlineSubmit Answer

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Solve one-step multiplication and division equations with decimals and fractionsright chevron icon

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Q. Express cos⁡C \cos C as a fraction in simplest terms.\newlineAnswer\newlineAttempt 22 out of 22\newlinecos⁡C= \cos C= \newline□ \square \newlineSubmit Answer
  1. Identify Triangle Sides: To express cos⁡C\cos C as a fraction, we need to know the values of the adjacent side and the hypotenuse of the right triangle where angle CC is one of the angles.
  2. Use Cosine Definition: Assuming we have a right triangle with sides aa, bb, and hypotenuse cc, and angle CC is opposite side cc, we use the definition of cosine: cos⁡C=adjacenthypotenuse\cos C = \frac{\text{adjacent}}{\text{hypotenuse}}.
  3. Need Specific Values: Without specific values for the sides of the triangle, we cannot calculate cos⁡C\cos C. We need more information or a given value for cos⁡C\cos C.

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