Mathematics · Trigonometry

यदि 0 ≤ (α - β) ≤ (α + β) ≤ π 2 , tan(α + β) = √3 और tan(α - β) = 1 √3 है, तो tanα · cot(2β) किसके बराबर है?

Verified Solution4 OptionsUpdated: October 2026👁️1 View

11 √3
2√3✓
3√2
41

सही उत्तर देखें

√3

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यदि 0 ≤ (α - β) ≤ (α + β) ≤ π 2 , tan(α + β) = √3 और tan(α - β) = 1 √3 है, तो tanα · cot(2β) किसके बराबर है?

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यदि 0 &le; (&alpha; - &beta;) &le; (&alpha; + &beta;) &le; &pi; 2 , tan(&alpha; + &beta;) = &radic;3 और tan(&alpha; - &beta;) = 1 &radic;3 है, तो tan&alpha; &middot; cot(2&beta;) किसके बराबर है?

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यदि 0 ≤ (α - β) ≤ (α + β) ≤ π 2 , tan(α + β) = √3 और tan(α - β) = 1 √3 है, तो tanα · cot(2β) किसके बराबर है?