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If `x,y,z` be all positive acute angles then the least value of `tanx(coty+cotz)+tany(cotz+cot
If tanθ= (x sinϕ) / (1−xcosϕ) and tan ϕ = (y sin θ)/ (1−y cos θ) then find the value of x/y
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if x=sec(phi)-tan(phi) and y =cosec(phi)+cot(phi) then show that xy+x-y+1=0 || xy+x-y+1=0
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If tan A - tan B =x and cot B - cot A=y, then: cot(A-B)= | 12 | TRIGONOMETRIC FUNCTIONS | MATHS ...
11th STD MATHS Ex.3.4(1) If sin x = 15/17 and cos y = 12/13, find values of sin(x+y), cos(x-y) tan (
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If tanA-tanB=x and cotB-cotA=y, then cot(A-B) = ?
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`(sin(x - y))/ (sin(x +y))=3/5`then tanx. coty is
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If `cos (x-y) = a cos (x + y)`, then cot x cot y is equal to