Related InterviewSolutions

• In a right triangle ABC, right angled at C, if∠B = 60° and AB = 15 units. Find the remaining angles and sides
• Prove that: 1+cot2α/(1+cosecα)=cosecα
• Prove thattanθ-cotθ=(2sin2θ-1)/(sinθcosθ)Provethattantheta-cot theta=(2sin2theta-1)/(sin thetacos theta)
• ABC is a right triangle in which BC is horizontal, AB = 8 m,∠BAC = 60°, then find(i) the angle of elevation of A at C(ii) the angle of depression of C at A(iii) the distance of B from C
• Prove that: cotθ- tanθ=(2cos2θ-1)/(sinθcosθ).
• In the adjoining figure, ∠B = 90°,∠BAC = θ°, BC = CD = 4cm and AD = 10 cm. find(i) sinθand(ii) cosθ
• Prove that((1-cot2θ)tanθ)/sec2θ=cotθProve that((1-cot2theta)tan theta)/sec2theta=cottheta