If y = x^(logx)

^{then dy/dx is}

find dy/dx if y = cos [logx]²

lim(x tends to a) cosx - cosa/cotx - cota

how to solve derivative of sin^3x using first principle?

lim x tends to 1

{1/( x²+x-2) - x/ (x³-1)} is evaluated to be

a)1/9

b)9

c)-1/9

d) none of these

URGENT!!!!!!!

how to find limit of x----9

x^3/2-27/x-9

lim(x-0) x*log(sin x)=A) -1 B) log e1 C) 1 D) None of thesethe answer is Bplease explain me how

Lim (x approaches1) [(ln(1+x) - ln2)(3.4^x-1 - 3x)] / [(7+x)^1/3 - (1 + 3x)^1/2]sin(x-1)

lim[(x+6)/(x+1)] ^x+4 is equal to

x tends to infinity

Lim_x-0x⁶⁰⁰⁰-(sinx)⁶⁰⁰⁰/100.x² (sinx)^6000.

lim[1/6+1/6²+1/6³+...1/6ⁿ] is where x tends to infinity is

a)1/5

b)1/6

c)-1/5

d)none of these

in lesson limits n derivatives class 11 ncert que 28 ,plz tell how you calculated the value of a=0 n b=4 ??

Find the limit of sin7x / tan3x as x tends to zero. plz answer soon...

Find: lim n tends to infinity a^n/n! where a is constant.

Find the derivative of the following functions (it is to be understood that a, b, c, d, p, q, r and s are fixed non-zero constants and m and n are integers): (ax² + sin x) (p + q cos x)

Find the derivative of the following functions (it is to be understood that a, b, c, d, p, q, r and s are fixed non-zero constants and m and n are integers): (ax + b)ⁿ (cx + d)^m

lim ( x tends to 0) e^1/x / e^1/x+1

valuate

k^th term of the numerator

integrate dx / Xcos²(1 + logx )

Evaluate

Lim x - 0 e^x - e^5 / x - 5

lim h tends to 0 (a +h)^2sin(a+h)-a^2sina whole divided by h

URGENT!!!!!!!!

how to find the limit of x---4

x³-6⁴/x²-16

If f(x) =.

For what value (s) of a does f(x) exists?

limx tends to 0 sin^2x(1-cos square x) whole divided by x^6

if x3+y3=3axy, show that

d2y/dx2 = 2a2xy/(ax-y2)2

lim x tends to zero log cosx to the base sinx whole divided by log cos(x/2) to the base sin (x/2). find the limit

lim(y tends to 0) (a+h)²sin(a+h) - a²sina / h

solve the limit without using l- hospital rule

What is Hospital Rule...?????

how to differentiate (sin2x) under root using product and qoutient rule.

how to solve synthetic division?????solve lim(x tends to 1)[3x³+5x-8]

[2x3+x-3]

que 30 ncert - as limit of a function exists for all real nos. right!!! then in this que the limit should exists for both negative and positive real nos. for a0 but why it is considered for only a0

limit n tends to infinity cos[pi(n^2+n)^1/2]