Sentences with INVERSE-SECANT
Check out our example sentences below to help you understand the context.Sentences
1
"The inverse secant function, also known as the arcsecant function, returns the angle whose secant is a given number."
2
"The derivative of the inverse secant function is -1/(|u| * sqrt(u^2 - 1)), where u is the input value."
3
"The inverse secant of 1 is equal to 0 degrees."
4
"The domain of the inverse secant function is [-∞, -1] U [1, ∞]."
5
"The inverse secant of 10 is approximately 1.4706 radians."
6
"The graph of the inverse secant function consists of disconnected branches."
7
"The inverse secant of -2 does not exist since it is outside the domain of the function."
8
"The inverse secant of 0.5 is approximately 1.0472 radians."
9
"The inverse secant of -1 returns -π/2 radians or -90 degrees."
10
"The range of the inverse secant function is [-∞, -π/2] U [0, π/2]."
11
"The integral of the inverse secant function is x * arcsec(x) + ln(|x + sqrt(x^2 - 1)|) + C."
12
"The inverse secant of 100 does not exist since it is outside the domain of the function."
13
"The inverse secant of -1.5 does not exist since it is outside the domain of the function."
14
"The inverse secant of 2 is approximately 1.0472 radians or 60 degrees."
15
"The inverse secant function can be used to solve equations involving secant."
16
"The inverse secant of -∞ is undefined."
17
"The inverse secant of 0 returns π/2 radians or 90 degrees."
18
"The inverse secant function is the inverse of the secant function."
19
"The range of the inverse secant function in degrees is approximately [-90, 90]."
20
"The inverse secant of -0.5 is approximately -1.0472 radians or -60 degrees."
1
"The inverse secant of 2 is approximately 1.047."
2
"To find the angle, you need to calculate the inverse secant of the adjacent side divided by the hypotenuse."
3
"The inverse secant function is commonly denoted as arcsec or asec."
4
"The domain of the inverse secant function is restricted to the interval [-1, 1]."
5
"Applying the inverse secant operation to a value outside the domain will result in an error."
6
"The graph of the inverse secant function resembles a series of vertical lines intersecting the unit circle."
7
"The inverse secant of 0.5 is equal to approximately 1.047."
8
"In trigonometry, the inverse secant function gives the angle whose secant equals a given value."
9
"The calculator provides accurate values for the inverse secant of various numbers."
10
"Finding the inverse secant of negative values will yield complex or imaginary results."
