1 cosa sin2a sina 1 cosa cota

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1 cosa sin2a sina 1 cosa cota 1 cosA sin 2A sinA 1 cosA cotAprove that 1 cosA sin 2A sinA 1 cosA cotA 1 cosA sin2A sinA 1 cosA cotA1 cosA sin A sinA 1 cosA cotA

1 cosA sin 2A cotA 1 cosA sin 2A cotAsinA 1 cosA L H S cos 2A sin 2A cosA sin 2A sinA 1 cosA cosA cosA 1 sinA 1 cosA cosA sinA cotA HENCE PROVED L H S R H S hope it will be helpful How do you prove the identity sinx cosx sinx cosx 2sin 2x 1 1 2sinxcosx See all questions in Proving Identities Impact of this question

1 cosa sin2a sina 1 cosa cota

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1 cosa sin2a sina 1 cosa cota
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Prove That CosA 1 TanA SinA 1 CotA SinA Cos A Brainly in
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Step 1 Copying the L H S from the question Step 2 One important Trigonometric identity of 1 in form of sin and cos is 1 sin A cos A Step 3 We expand the multiple angle of sin2A 2sinAcosA Step 4 So we receive a 2ab b inside the square root This can be written as a b Solution Solve for the required proof Given that cos A sin A 1 cos A sin A 1 cos e c A c o t A Consider L H S cos A sin A 1 cos A sin A 1 Dividing the numerator and denominator by sin A we get cos A sin A sin A sin A

Prove c o s A s i n A 1 c o s A s i n A 1 1 c o s e c A c o t A We use sin2 2sin cos and cos2 2cos2 1 We deduce sinA 2sin A 2 cos A 2 and cosA 2cos2 A 2 1 R H S sinA 1 cosA 2sin A 2 cos A 2 1 2cos2 A 2 1 2sin A 2 cos A 2 2cos2 A 2 sin A 2 cos A 2 tan A 2 LH S

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We can use the sinA cosA formula to find the product of sine and cosine function for angle A Simply substitute the double angle 2A into the formula sinA cosA sin2A 2 to find the value of sinA cosA Prove Identity 1 cosA cos2A sinA sin2A cotA This problem has been solved You ll get a detailed solution from a subject matter expert that helps you learn core concepts

frac cosA sinA 1 cosA sinA 1 cosecA cotA using the identity cosec 2 1 cot 2A 2 Answers Try this Use that cotA cosA sinA in the left hand side and then factor the expression cosA cotA 1 sinA cosA cosA sinA 1 sinA cosA 1 1 sinA 1 sinA cosA sinA sinA 1 1 sinA cosA sinA 1 cotA

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1 cosa sin2a sina 1 cosa cota - Prove c o s A s i n A 1 c o s A s i n A 1 1 c o s e c A c o t A