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Catalogs Discussion Forums -> Algebra -> Limit - good one-for all goiitians-even experts -> Go to message
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9 replies   

Find the integer 'n' for which the the


 is finite non-zero number.

Catalogs Discussion Forums -> Differential Calculus -> Please prove it ( in a detailed way, if possible)--rates assured -> Go to message
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2 replies   

    Y =   ,     

Catalogs Discussion Forums -> Differential Calculus -> Sir , please solve this question -> Go to message
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5 replies   

I am also getting the same as u, in my view the answer of book is wrong


 

Catalogs Discussion Forums -> Algebra -> please derive rates assured (10) -> Go to message
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6 replies   

Can this question be calculated by binomial

Catalogs Discussion Forums -> Algebra -> please derive rates assured (10) -> Go to message
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6 replies   

How u can say this.Any proof.........

Catalogs Discussion Forums -> Algebra -> please derive rates assured (10) -> Go to message
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What will be sum of 1+1/2+1/3+1/4+1/5----------------- to infinity

Catalogs Discussion Forums -> Trignometry -> Calculate -> Go to message
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2 replies   

ANYONE IN GOIIT who can reply this question

Catalogs Discussion Forums -> Integral Calculus -> Sir ,please reply -> Go to message
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5 replies   

Sir, please reply us.we all are waiting for ur reply

Catalogs Discussion Forums -> Differential Calculus -> Anyone please calculate -> Go to message
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6 replies   

Someone please reply meeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee

Catalogs Discussion Forums -> Differential Calculus -> Anyone please calculate -> Go to message
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6 replies   

If y=sec-1(2x / 1+x2) + sin-1(x-1 / x+1), 0<x<1 then calculate dy/dx.

Catalogs Discussion Forums -> Course Material -> any good sites for iit aspirants other than goiit -> Go to message
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1 replies   

http://iit-jee-forums.wikidot.com/

Catalogs Discussion Forums -> Algebra -> explain -> Go to message
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5 replies   

What will be sum of 1+1/2+1/3+1/4+1/5----------------- to infinity

Catalogs Discussion Forums -> Differential Calculus -> Double differentiation -> Go to message
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7 replies   

How can u assume xcosalpha  and xsin alpha

Catalogs Discussion Forums -> Integral Calculus -> Sir ,please reply -> Go to message
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5 replies   

Evaluate: \int_0^1 \left(1-x^{2006} \right)^{\frac{1}{2007}} dx + \int_0^1 \left(1-x^{2007} \right)^{\frac{1}{2006}} dx

Community shelf Community shelf -> Circuit solving was never so easy!!! -> Go to message
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mindblowing job yaar
 
 
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