y= arc sin { x^2√(1- x^2)+ x√(1- x^4)} ( dy/dx)= 2x/√(1- x^4) +1/√( 1- x^2)
17:11
f(x)= {(a+ x) /(1+x)}^(a+1+2x) Then f' (0) = a^(a+1) [ 2loga + (1- a^2)/a ] ||
9:14
y= arc tan { ( 3a^2 x - x^3 ) /a(a^2 - 3x^2 ) } Then (dy/ dx) = ( 3a) /( a^2 + x^2)
15:53
Value of arc sin (sin10) || Concept of General solution of Trigonometric Equation ||
18:00
y= √{t- A) /(B- t)} and x= √{( t- A)(B- t)} Then (dy/dx) = ? |DIFFERENTIATION | Special Substitution
14:29
3f( x) + 5f( 1/x) = x - 1 and y= x^2 f(x) Then dy/ dx at x= 0 is ( - 1/2 )
20:58
Railway Exam 2025 | Latest Pattern Maths | Maths by Suman Sir | TECHNICIAN | NTPC | Group-D | RPF SI
25:13
Class 10th Maths 5 Most Important Questions 2025 | कक्षा 10 गणित महत्वपूर्ण प्रश्न 2025
7:55