सही त्रिकोण Meaning in English
सही त्रिकोण शब्द का अंग्रेजी अर्थ : right triangle
ऐसे ही कुछ और शब्द
दाहिना मोड़दाहिना वेंट्रिकल
दांया विंग
सही साथ
धर्मत
दायांतर्फ़ी चालित
दाईं ओर उदगम
दायीं ओर का खिलाड़ी
दाएं हाथ के
दाएं हाथ का घड़ा
दक्षिणपंथी
ठीक और सही मायने में
ठीक कहा
राइट्स
अधिकार अभिलेख
सही-त्रिकोण हिंदी उपयोग और उदाहरण
"" अलहाज़ेन से पहले एक पीढ़ी, इब्न साहल ने प्रत्येक घटना के लिए hypotenuse की लंबाई के अपने बयान की खोज की और क्रमशः सही त्रिकोण को अपवर्तित किया।
सही-त्रिकोण इसके अंग्रेजी अर्थ का उदाहरण
25) scaling of the familiar (3,4,5) right triangle in Babylonian mathematics.
In each row, the number in the second column can be interpreted as the shorter side s of a right triangle, and the number in the third column can be interpreted as the [d of the triangle.
Plane sailing is based on the assumption that the meridian through the point of departure, the parallel through the destination, and the course line form a right triangle in a plane, called the "plane sailing triangle".
The cation and any two anions form a right triangle, with 2r_- \sqrt 2(r_- + r_+), or \sqrt 2 r_- r_- + r_+.
The apparent power vector is the hypotenuse of a right triangle formed by connecting the real and reactive power vectors.
This would match answers such as "it is a right triangle" or "it's a triangular figure" or just "rt triangle".
Aristarchus began with the premise that, during a half moon, the moon forms a right triangle with the Sun and Earth.
Two taxiways and one asphalt-paved runway (6/24) measuring roughly formed a right triangle.
r can be eliminated from the equation by noting that r, h, and L form a right triangle, with θ being the angle between the leg h and the hypotenuse L (see diagram).
A proof was eventually given by Pierre de Fermat, and the result is now known as Fermat's right triangle theorem.
The tri-star is a novel wheel design—originally by Robert and John Forsyth, assigned to Lockheed in 1967—in which three wheels are arranged in an upright triangle with two on the ground and one above them.
Example spherical, euclidean and hyperbolic tilings on right triangles .
It is simply the length of the hypotenuse of a right triangle with legs both one unit in length, and it can be constructed with straightedge and compass.