Sentences with INVERSE-SINE
Check out our example sentences below to help you understand the context.Sentences
1
"The inverse sine of 0 is 0."
2
"The inverse sine function is also known as arcsine function."
3
"The inverse sine of 1 is equal to pi/2."
4
"To find the angle, use the inverse sine function."
5
"The value of the inverse sine can be positive or negative."
6
"The inverse sine of -1 is equal to -pi/2."
7
"The inverse sine of 0.5 is approximately 0.5236 radians."
8
"The inverse sine of 0.7071 is approximately 0.7854 radians."
9
"The inverse sine of 0.866 is approximately 1.0472 radians."
10
"The inverse sine of -0.5 is approximately -0.5236 radians."
11
"The inverse sine of -0.7071 is approximately -0.7854 radians."
12
"The inverse sine of -0.866 is approximately -1.0472 radians."
13
"The inverse sine function maps from [-1, 1] to [-pi/2, pi/2]."
14
"The inverse sine of sin(x) is equal to x."
15
"The inverse sine is the opposite of the sine function."
16
"The inverse sine of 0.3 is approximately 0.3047 radians."
17
"The inverse sine of -0.8 is approximately -0.9273 radians."
18
"The inverse sine of 0.9 is approximately 1.1196 radians."
19
"The inverse sine of -0.2 is approximately -0.2014 radians."
20
"The inverse sine of 0.95 is approximately 1.2309 radians."
1
"The inverse sine of 0.5 is equal to 30 degrees."
2
"To find the value of x, take the inverse sine of y."
3
"The graph of the inverse sine function is a reflection of the sine function over the line y = x."
4
"The inverse sine of -1 is equal to -90 degrees."
5
"The inverse sine of 1 is equal to 90 degrees."
6
"The inverse sine function is also known as arcsine function."
7
"The inverse sine of 0 is equal to 0 degrees."
8
"The inverse sine of a complex number can be determined using special techniques."
9
"The inverse sine function maps the values between -1 and 1 to angles between -90 and 90 degrees."
10
"The calculator can compute the inverse sine of a given value."
