1.∫ x³(x+1)dx 2.∫ (1-cot²x)dx 3.∫

(tan^2x+1)cot2x=2-sec^2x
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2. asked by Anonymous
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1.∫ x³(x+1)dx2.∫ (1-cot²x)dx 3.∫ cosx(tan x + sec x) dx 4.∫ dx/√5x+8 using u= 5x+8 and using u= √5x+5
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2. asked by karan
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1.∫ x³(x+1)dx2.∫ (1-cot²x)dx 3.∫ cosx(tan x + sec x) dx 4.∫ dx/√5x+8 using u= 5x+8 and using u= √5x+5
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2. asked by karan
3. 841 views
TAN2X(1+COT2X)=1/1-SIN2X
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2. asked by LAIBA saif
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Simplify the expression sin²x(1+cot²x)
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2. asked by harxii bliu
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General solution of cot2x=cosx+sinx
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2. asked by ria
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Prove the identityTan²x - sec²x + 2 = cosec²x - cot²x
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veify that each equation is an identitycos2x+tan2xcos2x=1 sin4x-cos4x/sin2x=1-cot2x
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2. asked by GIGI
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combine fractions and simplify to a multiple of a power of a basic trig. function.?sin x/cot²x - sin x/cos²x
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2. asked by hilde
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5. verify each of the following identitiesa) (sinx -cosx)(cscx+secx) =tanx-cotx b) sec2x- csc2x= tan2x- cot2x
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2. asked by Nati
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