Bushy Messages 40 Reaction score 0 Thread starter Nov 13, 2012 #1 View attachment 467In square ABCD need to show $cos a = \frac{1}{12}$ Attachments untitled.JPG 5.6 KB · Views: 117 untitled.JPG 6.6 KB · Views: 116
MarkFL Gold Member MHB Messages 13,284 Reaction score 12 Nov 13, 2012 #2 While I haven't worked this problem yet, I am thinking the law of cosines may help, along with the relationship between supplementary angles.
While I haven't worked this problem yet, I am thinking the law of cosines may help, along with the relationship between supplementary angles.
Fantini Gold Member MHB Messages 267 Reaction score 0 Nov 13, 2012 #3 I gave it some thought, and I believe applying law of cosines twice will do the trick. First you apply to the triangle $AEC$ to find side $EC$, and then apply it to the triangle $CED$ to find $\cos a$.
I gave it some thought, and I believe applying law of cosines twice will do the trick. First you apply to the triangle $AEC$ to find side $EC$, and then apply it to the triangle $CED$ to find $\cos a$.