Resolve that cos3A-cos5A by sin3A+sin5A = tanA
"\\frac{2sin(\\frac{5A\u22123A}{2})cos(\\frac{5A+3A}{2})}{2cos(\\frac{5A+3A}{2})cos(\\frac{5A\u22123A}{2})}"
"\\frac{sinA}{cosA}"
"tanA"
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