arctangent
Meaning
Arctangent is a trigonometric function that gives the angle whose tangent is a given number. (আর্কট্যাঞ্জেন্ট হলো একটি ত্রিকোণমিতি ফাংশন যা একটি কোণের বিপরীত পাশের দৈর্ঘ্য এবং একটি কোণার পাশের দৈর্ঘ্যের মধ্যে একটি সম্পর্ক নির্দেশ করে।)
Pronunciation
আর্কট্যাঞ্জেন্ট (ārkaṭyān̐jeṇṭ)
Synonyms
angle function, inverse tangent, tan inverse, trig function, circular function, hyperbolic tangent, inverse trigonometric function, ratio function
Synonyms
The angle function helps us find dimensions in geometry.
The inverse tangent is essential in converting tangent values back to angles.
To find the angle, we calculate the tan inverse.
The trig function uses arctangent for certain calculations.
It relates the angle to the sides of a circle, showing arctangent's usefulness.
In certain applications, hyperbolic tangent can be related to arctangent.
These functions include arctangent, allowing angle derivation.
This ratio function is how we calculate arctangent from sides.
Antonyms
The tangent function does not give the angle, but the ratio.
The secant function helps in other calculations distinct from arctangent.
Cotangent provides alternate information about angle relations.
In some functions, null outputs occur instead of angles.
A tangent may return finite values, unlike arctangent.
The value of tangent can be bounded unlike the infinite arctangent outputs.
Tangent may oscillate, offering a contrast to arctangent's continuity.
Linear functions differ from trigonometric forms like arctangent.
Phrases
We use the arctangent of a ratio to find the corresponding angle.
Computing arctangent requires understanding of tangent ratios.
The application of arctangent spans various fields including physics and mathematics.
Understanding both arctangent and tangent is crucial for trigonometry.
Finding the inverse of tangent leads to the computation of arctangent.