trigonometric

The number can also be expressed by taking the Taylor series of a trigonometric function.

This measurement is based on the same trigonometric principles described above.

The mathematics is easier to deal with if we can use trigonometric functions.

In a regular calculus course, students would study trigonometric functions.

They are used for computing the angle, from any of its trigonometric ratios.

Calculating complex roots would require using a different trigonometric form.

Several centuries passed before more extensive trigonometric tables were created.

And thus, the origin of the trigonometric function named sine.

Many more relations between these functions are listed in the article about trigonometric identities.

It should not be confused with the trigonometric sine function.

As such the computation of its value is important for generating trigonometric tables.

She was noted for her research into the trigonometric parallax of nearby stars.

With these definitions the trigonometric functions can be defined for complex numbers.

And using another trigonometric identity we can simplify the denominator.

Sang worked for many years on trigonometric and logarithmic tables.

The least important fundamental distance measurements come from trigonometric parallax.

One can define the trigonometric functions also by using power series:

A unique algorithm has been developed for the calculation of trigonometric functions.

Also, there are many ways to rewrite these formulas using trigonometric identities.

One of the historical sources for this theory is the study of trigonometric series.

Multiply the expression in the parentheses by the front trigonometric term.

Trigonometric functions were among the earliest uses for mathematical tables.

Because squares to 1, the power series expansion of generates the trigonometric functions.

Well, we also know from trigonometry there are a whole raft of trigonometric identities.

He used extra trigonometric functions in his original formulation.