SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan
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05-29-2014, 10:40 AM
Post: #2
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RE: Hp Prime - CAS inconsistent derivatives of sin, cos, tan
This is correct. The derivative rules d(sin(x))=cos(x) etc.. only hold when the angle is measured in radians. If the angle is in degrees the appropriate rule is found by applying the chain rule.
i.e. if the given angle x is measured in radians as x_rad and in degrees as x_deg, then x_deg = 180/Pi * x_rad, so d( sin( Pi/180 * x_deg ) ) = cos( Pi/180 * x_deg ) * Pi/180 (using chain rule) = cos( Pi/180 * x_deg) * Pi/180 Regards, Chris |
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Messages In This Thread |
SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - CR Haeger - 05-29-2014, 10:28 AM
RE: Hp Prime - CAS inconsistent derivatives of sin, cos, tan - cdecastro - 05-29-2014 10:40 AM
RE: Hp Prime - CAS inconsistent derivatives of sin, cos, tan - Tugdual - 05-29-2014, 01:20 PM
RE: SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - CR Haeger - 05-29-2014, 01:22 PM
RE: SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - Tim Wessman - 05-29-2014, 01:30 PM
RE: SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - CR Haeger - 05-29-2014, 01:53 PM
RE: SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - Michael de Estrada - 05-29-2014, 02:11 PM
RE: SOLVED Hp Prime - CAS inconsistent derivatives of sin, cos, tan - rprosperi - 05-31-2014, 01:29 AM
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