Which books best for iit jee-2015 in Mathematics and Physics?

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Btech

R S Agarwaal and Arihant
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Teaching with easy and understanding example techniques without confusing with the bookish definition and jargons.

For Mathematics, M L Khanna and Arihant publication books. For Physics, Concepts of Physics by H C Verma
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Tutor

M L Khanna for maths and I E Irodov for physics.
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GMAT Math Expert

R.D.Sharma and Arihant Publications
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"Empowering Minds with 12+ Years of Expertise in Computer Science & Mathematics - Learn with Rajesh"

H C Verma
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Tutor

For Maths Arihant Publication and Physics Arihant Publication and H.C Verma
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Math Educator for Std.11th ,12th , Engineering Entrance and Degree Level with 11+ Years Experience

H.C.Verma and University Physics
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GMAT Math Expert

R D Sharma and Arihant publication books
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Expert Mathematics & Science Educator | Grades 8-12 | Personalized Learning & Academic Excellence

For Physics H.C Verma of course good for beginner. and for advance level S.Chand Mastering Physics, and Arihant . For Maths Arihant and S. Chand . But Above all What I would like to suggest all the IIT Aspirants that, whichever books or notes that you have for IIT , please do minimum 3 times revision....
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For Physics H.C Verma of course good for beginner. and for advance level S.Chand Mastering Physics, and Arihant . For Maths Arihant and S. Chand . But Above all What I would like to suggest all the IIT Aspirants that, whichever books or notes that you have for IIT , please do minimum 3 times revision. after that you will gain confidence. read less
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Aptitude for Placement, Bank, B. Tech Subjects, M. Tech subjects and Projects (ECE, CSE, IT, EEE), Net for ELectronics

Go for TMH (Tata Mcgraw Hill)
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Calculus
Following are the formulas used for differentiation(d/dx) (x^n) = nx^(n-1)(d/dx) (e^x) = e^x(d/dx) (logx) = 1/x(d/dx) (sinx) = cosx(d/dx) (cosx) = -sinx(d/dx) (tanx) = sec^2 x(d/dx) (cotx) = -cosec^2x(d/dx)...
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Failing in relatively easy subjects - remedies
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If (x+a)(x+1991) + 1 Can Be Factored As (x+b)(x+c) Where B,C Are Integers Then Find The Sum Of All Possible Integral Values Of A?
Answer: Method 1: x^2+(1991+a)x+1991a+1 Now for integers d should be either 0 or perfect square so, (1991+a)^2-4*1991a-4 (1991-a)^2-4 (1989-a)(1993-a) They both can be equal so for d = 0 a = 1989,...

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