Sin 4X Sin 3X Cos 4X Cos 3X. How can we integrate $$ \int\frac{\sin^4x+\cos^4x}{\sin^3x+\cos^3x}dx $$ Using simple algebraic identities I deduced it to $$ \int\frac{12\sin^2x\cdot\cos^2x}{(\sin x+\cos x)(1\sin x\cdot\c.
Prove That Sin X Sin 3x Sin 5x Sin 7x 4 Cos X Cos 2x Sin 4x Mathematics Shaalaa Com from shaalaa.com
Popular Problems Trigonometry Simplify cos (4x)cos (3x)+sin (4x)sin (3x) cos (4x)cos (3x) + sin(4x)sin (3x) cos ( 4 x) cos ( 3 x) + sin ( 4 x) sin ( 3 x) Nothing further can be done with this topic Please check the expression entered or try another topic cos(4x)cos(3x)+sin(4x)sin(3x) cos ( 4 x) cos ( 3 x) + sin ( 4 x) sin ( 3 x).
(" sin 8x cos x sin 6x cos 3x")/(" cos 2x cos x sin 4x sin
Ex 33 21 Prove that (cos4???? + cos3???? + cos2????)/ (sin4???? + sin3???? + sin2???? ) = cot 3x Taking LHS Solving Numerator and Denominator separately We know that cos x + cos y = 2cos ( (???? + ????)/2) cos ( (???? −????)/2) Replacing x by 4x and y by 2x cos4x + cos 2x = 2cos ( (4???? + 2????)/2) cos ( (4???? −.