MY CART (5)

Use Coupon: CART20 and get 20% off on all online Study Material

ITEM
DETAILS
MRP
DISCOUNT
FINAL PRICE
Total Price: R

There are no items in this cart.
Continue Shopping
Menu
Get instant 20% OFF on Online Material.
coupon code: MOB20 | View Course list

Get extra R 320 off
USE CODE: MOB20

				   f(x) = lim(n-->infinity) {[x^2] + [(2x)^2]+.............+[(nx)^2]}/n


where [.] represents greatest integer function

f(x) is continuous at:

a.){-infinity,infinity}
b.){-infinity,infinity} ~ I
c.){-infinity,infinity} ~ {0}
d.){-infinity,infinity} ~ {0,1}

4 years ago

Share

Answers : (2)

										

option c

4 years ago
										

That is correct, how did you get it?

4 years ago

Post Your Answer

what are the uses of integrals
 
 
Applications of Integration. 1. Applications of the Indefinite Integral . 2. Area Under a Curve by Integration. 3. Area Between 2 Curves using Integration. 4. Volume of Solid of Revolution...
 
venky 7 months ago
Plz solve this
 
 
HInt:- For first question replace x + y = t and try to find it out. For second apply the formula of product rule of differenciation.
  img
Vijay Mukati 9 months ago
Pl provide soln to the attached image!!
 
 
a n = Limit x 2 *(f(a n-1 /x) – f(0)) 2 , a n /a n-1 2 = Limit [ [ f(a n-1 /x) – f(0) ]/[ a n-1 /x – 0] ] 2 a n /x will be tendind to 0 as x tends to inf. hence RHS = f’(0) 2 So, an/an-1^2...
 
Akshay 10 months ago
How do we find the vertices of the triangle if its equation of a line and opposite vertex is given.?
 
 
Dear Student, You can easily find the vertices from the given equation of lines. Solve the two equation to get the intersecting point on them. This intersecting points will be the vertices...
  img
Vijay Mukati 8 months ago
plz send the full solution of this question
 
 
 
jagdish singh singh 6 months ago
|a×i| whle squre +|a×j|whle square +|a×k|whle square +1= ??
 
 
It is 2mod(a)sq +1
  img
Piyush 9 months ago
 
this it is 2mod(a)sq +1 and also another method we attemt that type of question then we can another time
 
RIYAZSHAIK one month ago
View all Questions »

  • Complete JEE Main/Advanced Course and Test Series
  • OFFERED PRICE: R 15,000
  • View Details
Get extra R 3,000 off
USE CODE: MOB20

Get extra R 320 off
USE CODE: MOB20

More Questions On Differential Calculus

Ask Experts

Have any Question? Ask Experts

Post Question

 
 
Answer ‘n’ Earn
Attractive Gift
Vouchers
To Win!!!
Click Here for details