If $$ \csc 60^{\circ}=1.155 $$ what is $$ \csc \left(-60^{\circ}\right) ? $$

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To find $$ \csc \left(-60^{\circ}\right) $$, we can use the property of the cosecant function related to negative angles. The cosecant function is defined as:

$$
\csc(-\theta) = -\csc(\theta)
$$

Applying this property, we have:

$$
\csc(-60^{\circ}) = -\csc(60^{\circ})
$$

Given that $$ \csc(60^{\circ}) = 1.155 $$, we can substitute this value into the equation:

$$
\csc(-60^{\circ}) = -1.155
$$

Thus, the value of $$ \csc(-60^{\circ}) $$ is:

$$
\csc(-60^{\circ}) = -1.155
$$
$$ \csc(-60^{\circ}) = -1.155 $$

If \( \csc 60^{\circ}=1.155 \) what is \( \csc \left(-60^{\circ}\right) ? \)

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