converted everything into Cos(4x) and it became cos(4x)(6cos(4x) + 7)= 0[9]
$Solve The equation $\mathbf{\sin^{10}x+\cos^{10}x=\frac{29}{16}\cos^4(2x)}$
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3 Answers
Shubhodip
·2011-08-24 10:08:21
$Solve The equation $\mathbf{\sin^{10}x+\cos^{10}x=\frac{29}{16}\cos^4(2x)}$
converted everything into Cos(4x) and it became cos(4x)(6cos(4x) + 7)= 0[9]