Quick Trig Question! Why is Cot 12 > than Cot 13? if that statement is correct
The exact value of cot(13) cannot be found using sum and difference formulas or half-angle identities. The approximate decimal answer is 4.33147587.
The exact value of cot(12) cannot be found using sum and difference formulas or half-angle identities. The approximate decimal answer is 4.70463010. 4.70463010
there for coa 12 is > cot 13
cot 12 *
so this statment is not correct?
no it is correct
cot 12 is > cot 13
would the same thing apply if they were both tan?
tan(x) is an increasing function cot(x) is a decreasing function because it's the reciprocal of tan(x)
so if it were tan then this would be false
yes
tan(12) < tan(13)
what about sin 12 & sin 13?
If you write simply 12 or 13, with no units, that should refer to radians. Degrees have to be specified as degrees. Are your angles, 12 and 13, degrees or radians?
degrees
Ok, then all that was written above is true.
\(\Large \cot 12^\circ \gt \cot 13^\circ\)
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