Examples of using Trigonometric in English and their translations into Romanian
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secant functions, trigonometric identities and formulas are also included.
the result is often one of the other trigonometric functions.
after several years of calculations based on observations made by the Great Trigonometric Survey.
Note: Used in the Terminal, DeskCalc will always use radians as unit for these trigonometric functions.
it is often possible to find different trigonometric functions that express the result more simply.
in 1606 devised extremely accurate trigonometric tables.
These problems have been designed to reinforce the use of the trigonometric ratios and Pythagora's theorem.
problems on solving trigonometric equations, trigonometric identities and formulas can also be found.
Formulas of the derivatives of inverse trigonometric functions are presented along with several other examples involving sums,
Tutorial with detailed explanations on how to solve trigonometric equations using different methods and strategies and the properties of trigonometric functions and identities.
JustMath- is a powerful advanced calculator for solving trigonometric and logarithmic functions.
division• Do scientific operations such as trigonometric, logarithmic, and exponential….
Did you know that the trigonometric moment problem has infinitely many solutions if the Toeplitz matrix a is invertible?
In trigonometric relations involving the sides
the Dutch astronomer Joan Voûte measured the star's trigonometric parallax at″ and determined that Proxima
Sin cos tan table(trigonometric values) contains the calculated values of trigonometric functions for a certain angle from 0 to 360 degrees in the form of a simple table and in the form of the Bradis table.
the Dutch astronomer Joan Voûte measured the stars trigonometric parallax and confirmed that Proxima Centauri was the same distance from the Sun as Alpha Centauri.
asymptotes(if any) of the trigonometric functions.
so a user of a trigonometric table for the cosine alone would need a very high accuracy to obtain the versine in order to avoid catastrophic cancellation, making separate tables for the latter convenient.
Given a trigonometric series f(x) with S as its set of zeros, Cantor had discovered a procedure that produced another trigonometric series that had S1 as its set of zeros, where S1 is the set of limit points of S. If Sk+1 is the set of limit points of Sk, then he could construct a trigonometric series whose zeros are Sk+1.