Let a be a real number such that 0 < a < \frac{\pi}{2}. Show that \left(\sin(a)\right)^7 + \left(\cos ( a)\right)^7< 2*sin(a)^4*cos(a)^4.
(sin(a))7+(cos(a))7<2∗sin(a)4∗cos(a)4.
0<a<π2
This doesn't appear to be true
+1266 
