Cotangente example sentences
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Related (7): tangente, ángulos, grado, radianes, coseno, seno, hipotenusa
"Cotangente" Example Sentences
- The cotangent of 45 degrees is equal to 1.
- Simplifying cotangent x times sine x gives us cosine x.
- The derivative of cotangent is equal to the negative cosecant squared.
- We can find the cotangent of an angle by dividing its cosine by its sine.
- The cotangent function is periodic with a period of pi.
- The cotangent of the angle in a right triangle is equal to the ratio of the adjacent side to the opposite side.
- The value of the cotangent function becomes undefined at odd multiples of pi/2.
- The cotangent of 30 degrees is equal to the square root of 3 over 3.
- The function cotangent x intersects the x-axis at every multiple of pi.
- The reciprocal of the cotangent function is the tangent function.
- The cotangent of 60 degrees is equal to the square root of 3.
- The cotangent of x is equal to cosine x divided by sine x.
- We can write the cotangent function as the quotient of cosine and sine functions.
- The values of the cotangent function are negative in the second and fourth quadrants.
- The derivative of the cotangent function can be derived using the chain rule.
- The cotangent of -45 degrees is equal to -1.
- The domain of the cotangent function is all real numbers except odd multiples of pi/2.
- The cotangent of 90 degrees is undefined.
- The integral of the cotangent function can be found using partial fraction decomposition.
- The cotangent of an acute angle is always greater than 1.
- The cotangent function is an odd function.
- The value of the cotangent function approaches infinity as the angle approaches odd multiples of pi/2 from the left or right.
- The cotangent of 120 degrees is equal to -1/square root of 3.
- The inverse cotangent function is the function that gives the angle whose cotangent is a given value.
- The limit of the cotangent function as x approaches pi/2 from the left is negative infinity.
- The cotangent of 150 degrees is equal to -square root of 3.
- The limit of the cotangent function as x approaches pi/2 from the right is positive infinity.
- The cotangent of 210 degrees is equal to square root of 3.
- The cotangent of 225 degrees is equal to -1.
- The cotangent of 300 degrees is equal to -square root of 3 over 3.
- The cotangent of 315 degrees is equal to 1.
- The value of the cotangent function is positive in the first and third quadrants.
- The cotangent of an obtuse angle is always negative.
- The cotangent of angles in degrees can be found using a scientific calculator.
- The graph of the cotangent function has vertical asymptotes at odd multiples of pi/2.
- The cotangent of 240 degrees is equal to 1/square root of 3.
- The cotangent of 135 degrees is equal to -1.
- The cotangent of 330 degrees is equal to square root of 3 over 3.
- The cotangent of 345 degrees is equal to -square root of 3.
- The cotangent of 225 degrees is equal to -1.
Common Phrases
- La cotangente es el recíproco de la tangente.
- La cotangente de 0° es infinita.
- La cotangente de 45° es 1.
- La función cotangente es periódica.
- La derivada de la cotangente es igual a menos el cosecante al cuadrado.
- La inversa de la cotangente es la arcocotangente.
- La integral de la cotangente es igual al logaritmo natural del valor absoluto de la tangente sumado a una constante.
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