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Hagrid

The
tangent ratio number can be in coordinates negative and positive infinity. A positive
infinity can be greater than one. So the phrase “The tangent ratio number is
greater than one” can be sometimes. The answer is letter B.

calculista

Answer:

The answer is the option C

sometimes

Step-by-step explanation:

Let

\(\theta\) ------> the angle

we know that

The tangent ratio for an angle \(\theta< 45\°\) is less than \(1\)

The tangent ratio for an angle \(\theta=45\°\) is equal to \(1\)

The tangent ratio for an angle \(\theta> 45\°\) is greater than \(1\)

therefore

The tangent ratio number is greater than one sometimes

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