Reference.Tan History
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September 05, 2010, at 12:06 PM
by David A. Mellis -
Deleted lines 14-16:
!!!!Note
Serial.print() and Serial.println() do not currently support printing floats.
December 22, 2007, at 10:41 AM
by David A. Mellis -
Changed lines 22-23 from:
* [[float]]()
* [[double]]()
to:
December 22, 2007, at 10:31 AM
by David A. Mellis - don't need a link to math.h, it's included automatically.
Changed lines 5-7 from:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity. Tan() uses the [[math.h|avr-libc library]].
to:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity.
December 22, 2007, at 09:31 AM
by Paul Badger -
Changed lines 14-15 from:
The tangent of the angle ("double")
to:
The tangent of the angle (''double'')
December 22, 2007, at 09:30 AM
by Paul Badger -
Changed lines 5-7 from:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity.\\
* [[tan]]()
to:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity. Tan() uses the [[math.h|avr-libc library]].
Changed lines 14-15 from:
The tangent of the angle.
to:
The tangent of the angle ("double")
Changed lines 23-24 from:
to:
* [[float]]()
* [[double]]()
December 22, 2007, at 09:27 AM
by Paul Badger -
Changed lines 5-6 from:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity.
to:
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity.\\
* [[tan]]()
November 21, 2007, at 10:21 AM
by David A. Mellis -
Added lines 1-23:
!!tan(rad)
!!!!Description
Calculates the tangent of an angle (in radians). The result will be between negative infinity and infinity.
!!!!Parameters
rad: the angle in radians (''float'')
!!!!Returns
The tangent of the angle.
!!!!Note
Serial.print() and Serial.println() do not currently support printing floats.
!!!!See also
* [[sin]]()
* [[cos]]()