Welcome Visitor! Login | Sign Up | Help!
Refer a Friend
|
Follow us on:
More
Home » Ask & Discuss » Mathematics. » Differential Calculus « Back to Discussion
Differential Calculus
If f(x) is defined in [-3, 2], find the domain of definition of f ([ IxI ]) {mod x whole box (greatest integer func)} and f ([2x+3])
hello
is it greatest integer of mode x or greatest integer of x ?
If greatest integer of mode x ::
-3=<[IxI]=<2
-3=< IxI < 3
we know IxI>=0 always
so inequality becomes ::
0=< IxI <3
so -3 <x<3 is the solution
if it is greatest integer of x only
-3=<[x] <=2
-3=<x<3 will be d solution
b. f([2x+3])
-3<=[2x+3]<=2
-3<=2x+3 <3
-3<=x<0 is d solution .
thank u
very nice solution by kaviraj patil
mishra ji badey mood mey lag rahey ho ajkal............ka baat hai :)........aur ye kaviraj patil kaun hai :P
Kahe ka mood bhabhiji..............sab mast hai....kavi raj patil wahi upar wale bhai sahab
arey behena wo bhai sahab nahi hai........ :P
thank to Jesus , atleast there is one who know kabi is a gal not a bhai sahab .
Name
Mobile No.
Physics.
General Physics
Mechanics
Optics
Thermal Physics
Electricity
Magnetism
Modern Physics
Mathematics.
Algebra
Trignometry
Analytical Geometry
Integral Calculus
Vectors
Chemistry.
Physical Chemistry
Organic Chemistry
Inorganic Chemistry
Biology
Botany
Zoology
Institutes
Coaching Institutes & Course Material
About IITs and JEE
Non IIT Institutes
Counselling Zone
Parents
Parent Discussion Board
Board
Course Material
Computer Science
Fun Zone
Lounge
Games, Puzzles and Quizzes
General Knowledge
hello
is it greatest integer of mode x or greatest integer of x ?
If greatest integer of mode x ::
-3=<[IxI]=<2
-3=< IxI < 3
we know IxI>=0 always
so inequality becomes ::
0=< IxI <3
so -3 <x<3 is the solution
if it is greatest integer of x only
-3=<[x] <=2
-3=<x<3 will be d solution
b. f([2x+3])
-3<=[2x+3]<=2
-3<=2x+3 <3
-3<=x<0 is d solution .
thank u