Sentences with INVERSE-COTANGENT
Check out our example sentences below to help you understand the context.Sentences
1
"The value of the inverse cotangent of 1 is approximately 0.7854 radians."
2
"To find the angle whose cotangent is 2, you need to calculate the inverse cotangent of 2."
3
"The inverse cotangent function is also known as the arccotangent function."
4
"The inverse cotangent of 0 is equal to pi/2 or 90 degrees."
5
"If the cotangent of an angle is negative, the inverse cotangent will yield a negative result."
6
"The graph of the inverse cotangent function resembles a curved line with asymptotes."
7
"To calculate the inverse cotangent in degrees, you need to convert the result from radians."
8
"The inverse cotangent of 1/2 is equal to approximately 1.1071 radians."
9
"In trigonometry, the inverse cotangent of infinity is equal to zero."
10
"The inverse cotangent function is the reciprocal of the cotangent function."
11
"The inverse cotangent of -1 is equal to approximately -0.7854 radians."
12
"To solve an equation involving inverse cotangent, isolate the variable and apply the function."
13
"The inverse cotangent of a negative value lies in the fourth quadrant of the coordinate system."
14
"By applying the inverse cotangent function, you can find the angle opposite to a given cotangent."
15
"When calculating the inverse cotangent, make sure your calculator is in the correct mode (degrees or radians)."
16
"The inverse cotangent of 2 is equal to approximately 0.4636 radians."
17
"In a right-angled triangle, the inverse cotangent of the adjacent side length divided by the opposite side length gives the angle."
18
"The inverse cotangent of zero is undefined as it leads to division by zero."
19
"The inverse cotangent of negative infinity is equal to pi radians or 180 degrees."
20
"When dealing with complex numbers, the inverse cotangent can be expressed in terms of natural logarithms."
1
"The inverse cotangent of 1 is equal to the angle in radians whose cotangent is 1."
2
"To find the value of the inverse cotangent of -1, we need to find the angle whose cotangent is -1."
3
"The inverse cotangent function is also known as the arccot function."
4
"The graph of the inverse cotangent function has vertical asymptotes at x = -∞ and x = ∞."
5
"The inverse cotangent of 0 is equal to π/2."
6
"The inverse cotangent of infinity is equal to 0."
7
"The inverse cotangent of a negative number is always in the third or fourth quadrant."
8
"To find the inverse cotangent of 1/2, we need to find the angle whose cotangent is 1/2."
9
"The inverse cotangent of 2 is equal to approximately 0.4636 radians."
10
"The inverse cotangent of a number greater than 1 is always an acute angle."
