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If tan `theta =1 ` then find the value of `theta` and sin `theta` .
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If tan `theta =1 ` then find the value of `theta` and sin `theta` .
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If tan(theta) = 1/√7, then
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If `tan theta = (1)/(sqrt5) and theta` lies in the first quandrant, the value of `costheta` is :
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If `tan theta=1/2` and `tan phi =1/3`, then the value of `theta + phi` is
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Ep15 If tantheta=1/7 and tanbeta=1/3, Prove that Cos2theta=Sin4beta Multiple Angles, Trigonometry 10
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If tanθ + 1/tanθ = 2, find the value of (tanθ)^2 + 1/(tanθ) ^2... || Class 10 ||rd Sharma question||...
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If tan `theta =1 ` then find the value of `theta` and sin `theta` .
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'If `tantheta=1/(sqrt(7))` , find the value of `(cos e c^2theta-sec^2theta)/
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If `tan theta=(1)/sqrt(5)` and `theta` lies in the first quadrant, the value of `cos theta` is :
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Trigonometric Functions | 1st PUC 11th CBSE | Mathematics | Part 1 of 8
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If tan theta = -1/sqrt(5) and theta lies in the fourth quadrant, then: cos theta= | 12 | TRIGONO...
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If `tantheta`=1/2 and `tanphi`=1/3 , then `tan (2theta + phi) `
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If tan theta = 12/5, then find the value of 1 + sin theta / 1 - sin theta
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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 \( \tan \theta=\frac{1}{\sqrt{5}} \) and \( \theta \) lies in th...
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If tanθ=1/2 then evaluate { (cosθ/sinθ) + (sinθ/1+cosθ) }
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If `tan^theta = 1 - m^2` then prove that ` sectheta + tan^3 theta cosectheta = (2 - m^2)^(3/2)`
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If `tan theta+1/(tan theta)=2`, then show that `tan^(2)theta+1/(tan^(2)theta)=`0
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If tan theta+sec theta=l, then prove that sec theta=(l^2)+(1/2l) | Trigonometry class 10 |
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if tan theta = 1/root 7 . find the value of cosec^2 theta - sec^2 theta/cosec^2 theta+sec^2 theta
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If tan theta = 1/2 then evaluate cos theta/sin theta + Sin theta/1+Cos theta | RS 10 | Manpreet Sir
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If \( \sin \theta=-\frac{1}{\sqrt{2}} \) and \( \tan \theta=1 \), f...
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If tantheta/2=square root of (1-e)/(1+e)tan phi/2 then prove that cosphi=(costheta-e)/(1-e costheta)
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If tan theta=3/4, find the value of 1-cos theta/1+cos theta.
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If \( \tan 2 \theta \tan \theta=1 \), then the general value of \( \theta \) is
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