...(sin, cos, tan) is considered to be expressed in degrees. Consequently, if you calculate the arctangent ( tan^-1) of a value, the angle returend by that inverse trigonometric function is ...
with angle unit in degrees, the angle is obtained as the arc tangent of the (rise/run) value.theta= arctan(7.5/12)=32.00538321 or about 32 degrees.The arctan is the inverse of tan. To access it on the
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with angle unit in degrees, the angle is obtained as the arc tangent of the (rise/run) value.theta= arctan(7.5/12)=32.00538321 or about 32 degrees.The arctan is the inverse of tan. To access it on the
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