Sentences with ARC-TANGENT
Check out our example sentences below to help you understand the context.Sentences
1
"The arc tangent of 1 is approximately 0.7854 radians."
2
"She used the inverse tangent function to find the arc tangent of a right triangle."
3
"The calculator can calculate the arc tangent of a given angle."
4
"He was confused about how to find the arc tangent of a negative number."
5
"In trigonometry, the arc tangent function is often denoted as atan or tan^(-1)."
6
"The arc tangent of a vertical line is always 90 degrees or π/2 radians."
7
"They learned how to calculate arc tangents in their math class."
8
"The arc tangent of 0 is equal to 0 radians."
9
"She adjusted the settings on her calculator to display arc tangent values in degrees."
10
"The arc tangent can be used to solve problems involving angles and right triangles."
11
"He struggled with understanding the concept of arc tangent in his geometry class."
12
"The arc tangent is a periodic function with a range of (-π/2, π/2)."
13
"The arc tangent of 45 degrees is approximately 0.7854 radians."
14
"The arc tangent can be used to find the slope of a line tangent to a curve."
15
"They used the arc tangent function to calculate the angle of elevation."
16
"The arc tangent function is the inverse of the tangent function."
17
"The arc tangent of a horizontal line is always 0 radians."
18
"To find the arc tangent of a number, use the atan function in most programming languages."
19
"They derived the formula for the arc tangent from the properties of right triangles."
20
"The arc tangent of negative infinity is equal to -π/2."
1
"The arc tangent of 0 is 0."
2
"In mathematics, the inverse of tangent function is called arc tangent."
3
"The arc tangent of 1 is approximately 0.7854 radians."
4
"The arc tangent of the negative square root of 3 is -pi/3."
5
"Use the arc tangent function to calculate the angle of a right triangle."
6
"The arc tangent of infinity is pi/2."
7
"Simplify the expression by taking the arc tangent of both sides."
8
"The arc tangent of a positive number x lies between -pi/2 and pi/2."
9
"To find the angle measure, take the arc tangent of the slope."
