Sentences with ARCCOSECANT
Check out our example sentences below to help you understand the context.Sentences
1
"The arccosecant of 2 is approximately 30 degrees."
2
"We can express the arccosecant function as the inverse of the cosecant function."
3
"The value of arccosecant is undefined when the argument is zero."
4
"To calculate the arccosecant of a number, we use the formula arccsc(x) = arcsin(1/x)."
5
"The arccosecant function is also known as the inverse cosecant function."
6
"The arccosecant of 1 is equal to 90 degrees."
7
"The arccosecant of 0.5 is approximately 30.96 degrees."
8
"The arccosecant function is commonly used in trigonometry and calculus."
9
"The arccosecant of -1 is equal to -90 degrees."
10
"In a right triangle, the arccosecant of the ratio of the length of the side opposite the angle to the length of the hypotenuse gives the measure of the angle."
11
"The arccosecant of 2pi is approximately 150.96 degrees."
12
"To find the arccosecant of a value using a scientific calculator, we press the 'arccsc' or 'csc^-1' button."
13
"By definition, the arccosecant function returns values in radians."
14
"The arccosecant of 0 is undefined."
15
"In trigonometry, the arccosecant function is used to solve for angles in right triangles."
16
"The arccosecant of -0.5 is approximately -30.96 degrees."
17
"The arccosecant of a negative number is always negative."
18
"One of the properties of the arccosecant function is that arccsc(csc(x)) = x, for all x except multiples of pi."
19
"The arccosecant of infinity is equal to 0."
20
"The arccosecant of a non-real number is undefined."
1
"The arccosecant of 2 is approximately 30 degrees."
2
"The arccosecant function is the inverse of the cosecant function."
3
"To solve the equation, we need to apply the arccosecant operation on both sides."
4
"In trigonometry, the arccosecant is often denoted as arccsc or csc^(-1)."
5
"The arccosecant of 0.5 can be found using a scientific calculator."
6
"The arccosecant graph has vertical asymptotes at every integer multiple of pi."
7
"The arccosecant of infinity is undefined."
8
"Please simplify the expression by taking the arccosecant of both sides."
9
"The arccosecant of -1 is -pi/2 or -90 degrees."
10
"The arccosecant is used to calculate angles in right triangles."
