Demonstrate that sin 4 radians < sin 3 radians.  

Asked on by yapayapa

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aruv | High School Teacher | (Level 2) Valedictorian

Posted on

`pi rad=3.14 rad`

`4 rad=(3.14+.86)rad`





`sin(4rad)=sin((pi+.86)rad)=-sin(.86rad)`  (i)

`sin(3rad)=sin((pi-.14)rad)=sin(.14rad)`   (ii)

from (i) and (ii)

sin(4rad) < sin(3rad)

because sin(4 rad)<0 and sin(3 rad)>0.


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