lim x-->0 (cos 3x-cos 5x)/x2
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Lim : cos 3x - cos 5x / x²
x-0
: d/dx (cos(3x)-cos(5x)) / d/dx(x²)
: -3 sin (3x) + 5 sin (5x) / 2x
1/2*Lim : -3 sin (3x) + 5 sin (5x) / x
x-0
: d/dx ( -3 sin (3x) + 5 sin (5x) / d/dx (x)
: -9 cos (3x) + 25 cos (5x) / 1
: -9 cos (3x) + 25 cos (5x)
: 1/2 * (-9 cos (3x) + 25 cos (5x))
: 1/2*16
: 8
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