Unit circle shortcut:Picture a circle with a radius of 1, where we highlight the point corresponding to 60 degrees. The coordinates of this point give us sine and cosine values. These values can then be used to figure out tan 60 degrees using trigonometric tricks. Special triangle cheat:Mem...
The value of tan 360 degrees can be calculated by constructing anangleof 360° with thex-axis, and then finding the coordinates of the corresponding point (1, 0) on theunit circle. The value of tan 360° is equal to the y-coordinate(0) divided by the x-coordinate (1). ∴ tan 360...
Calculation of inverse tangent (no expression support):tan-1 = Calculate × Reset Angle in degrees ° Angle in radians rad Angle in radians rad Arctan calculator ►Tangent tablextan(x) degreesradians -90° -π/2 not defined -60° -π/3 -1.732050808 -45° -π/4 -1 -30°...
The value of tan 180 degrees is equal to 0. Learn how to find the value of tan 180 degrees and how to derive the formula for tan 180 minus theta, here at BYJU’S today!
Above: the tan calculator output for increasing angle values in degrees. Table of common tangent values: Common values of the tangent function x (°)x (rad.)tan(x) 0°π/60 30°π/50.577350 45°π/41 60°π/31.732051 90°π/2undefined ...
Know the value of Tan 60 degrees here. Also, know the formula of Tan 60 and the derivation of Tan 60 degrees along with solved examples by visiting BYJU'S.
Rotate the graph 90 degrees clockwise. You got it! It's a graph of y = arctan(x). What is the integral of arctan? Since arctan(x) = tan⁻¹(x), the integral of arctan is the integration of the tan inverse x, which we can write mathematically as: ∫tan⁻¹(x) dx =...
Angle in degrees: ° Angle in radians: rad Calculation:Tangent calculator ►Arctangent definitionThe arctangent function is the inverse function of y = tan(x).arctan(y) = tan-1(y) = x+ kπFor everyk = {...,-2,-1,0,1,2,...}For...
To find the value of tan 20 degrees using the unit circle:Rotate ‘r’ anticlockwise to form 20° angle with the positive x-axis. The tan of 20 degrees equals the y-coordinate(0.342) divided by x-coordinate(0.9397) of the point of intersection (0.9397, 0.342) of unit circle and r....
- Sine of 60 degrees: sin60∘=√32- Tangent of 45 degrees: tan45∘=1- Cosine of 45 degrees: cos45∘=1√2- Secant of 60 degrees: sec60∘=1cos60∘=112=2 Step 2: Substitute the values into the expressionNow we can substitute these values into the expression:sin260∘...