Question

cos is the smallest form of cotangent

Answer 1

SOLUTION

TO CHECK

True / False

cos is the smallest form of cotangent

EVALUATION

• sin is the smallest form of Sine . For an angle θ it is written as sinθ

• cos is the smallest form of Cosine . For an angle θ it is written as cosθ

• tan is the smallest form of Tangent . For an angle θ it is written as tanθ

• cosec is the smallest form of Cosecant . For an angle θ it is written as cosecθ

• sec is the smallest form of Secant . For an angle θ it is written as secθ

• cot is the smallest form of Cotangent . For an angle θ it is written as cotθ

Hence from above we conclude that cos is smallest form of Cosine

Hence the given statement is FALSE

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Answer 2

Answer:

Yes, cos is the smallest form of contengent.

Step-by-step explanation: