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If θ is an acute angle such that sec^2(θ) = 3, then the value of...
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If θ is an acute angle such that tan^2(θ) = 8/7, then the value of...
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If θ is an acute angle and sin (θ +18°) = 1/2 then the value of θ in circular measure is :( radians)...
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If θ is an acute angle such that sec^2(θ) = 3, then the value of...
0:03:48
If θ is an acute angle and sinθ = cosθ, find the value of 2tan^2(θ)+sin^2(θ)-1...|| Class 10 ||
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If θ is an acute angle and tanθ+cotθ=2, then the value of sin3θ+cos3θ is
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if θ be an acute angle and 7sin^2θ +3cos^2θ =4 then the value of tanθ is?
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If θ is the acute angle between the lines represented by equation ax2+2hxy+by2=0, then
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If θ is an acute angle and tan θ + cot θ = 2, then the value of sin3 θ + cos3 θ is
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If \theta is an acute angle and \tan\theta+\cot\theta=2. Find the value of \tan^7\ ... | Plainmath
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Show that if theta is the angle between the lines of regression statistical method
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If θ be an acute angle and 5 cosec = 7, then evaluate sin0+ cos²θ – 1
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If Θ is an acute angle and sinΘ =cosΘ find the value of tan²Θ + cot²Θ - 2
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If θ is an acute angle of a right angled triangle, then which of the following equation is not true....
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Write cos(theta) in terms of sin(theta) if theta is acute
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If θ is an acute angle and sin θ + cosec θ = 2,then the value of sin^5θ + cosec^5θ is:
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If sec5θ=cosec(θ-36) here 5θ is an acute angle, then find θ.
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if θ is an acute angle such that sec² θ = 3 then the value of tan²θ - cosec²θ upon tan²θ + cosec²θ ...
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If `theta` is an acute angle and `sin theta=(a^2-b^2)/(a^2+b^2)` `(a, b gt0)` find the values ...
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If θ denotes the acute angle between the curves, y = 10 – x2 and y = 2 + x2 at a point of their inte...
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If theta is an acute angle such that tan² theta=8/7 then 7)(1-sin theta )(1+sin theta )/(1+ cos thet...
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If θ is an acute angle and 5 cosecθ = 7, then evaluate sinθ+cos^2θ-1.
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Given both θ and ϕ are acute angles and sinθ=1/2, cosϕ=1/3, then the value of θ+ϕ belongs to (200......
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If θ-1/θ+1=1-√(3)/1+√(3) then find the acute angle θ.
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If θ and ϕ are acute angles satisfying sinθ=1/2, cosϕ=1/3, then θ+ϕ∈(A) (π/3, π/2] (B) (π/2, 2 π/......
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