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Question Number 18069 by tawa tawa last updated on 14/Jul/17
ai)Ifθistheangleinthefourthquadrantsatisfyingtheequation:cot2θ=4findthevalueofthefunction:f(θ)=15(secθ−cosecθ)aii)Provethat:1+cosθ1−cosθ=cosecθ+cotθ,ifcosθ≠1(b)LetRbeapositiverealnumberandletαsatisfytheinequality0<α<360.expressthefunction2sinθ+cosθintheformRsin(θ+α).Hence,findthevalueofθbetween0and360whichsatisfytheequation.3cosθ+6sinθ=1
Commented by tawa tawa last updated on 15/Jul/17
pleasehelp.
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