Page 22 - DECO403_MATHEMATICS_FOR_ECONOMISTS_HINDI
P. 22
vFkZ'kkfL=k;ksa dk xf.kr
uksV vo;o iQyu }kjk ; : ls laxqf.kr gSA
vr% iQyu dk ijkl : D 9 9 9 9 E
vkSj iQyu : D 9 9 8 9 9 -9 9 9 9 9 E
iz'ukoyh 1-1
1
1
1- ;fn : 8 rks fl¼ dhft, fd ; = 0-
x 2
x
n
1
2- ;fn # : rks # ; dk eku Kkr dhft,A <mÙkj( =
n
1 + n
3- ;fn : * rks dk eku Kkr dhft,A <mÙkj( -=
x
4- iQyu : dk Mksesu ,
rFkk ifjlj
* Kkr dhft,A D;k iQyu ,oSQdh
1 + x 2
gS\ <mÙkj( =
a
f
x b
5- ;fn : rks dk eku Kkr dhft,A <mÙkj(
J =
x − 1 b
f
a
x + 2
6- ;fn : : rks fl¼ dhft, fd : <mÙkj(
J =
x − 1
2x − 3
7- ;fn : rks fl¼ dhft, fd :
2x + 3
8- ;fn : rks fl¼ dhft, fd ; ; :
1 1
1
9- ;fn : ; rks rFkk dk eku Kkr dhft,A <mÙkj( 9 + x 2
x
x 2 2 x
10- ;fn : 8 # 8 ; ; 8 % ; # ; 8 rks # dk eku Kkr dhft,A
<mÙkj( -=
11- osQ fdu ekuksa osQ fy, fuEu iQyu ifjHkkf"kr ugha gSa\
3
1 1 x − 4
3
x − 3 x − 1 x − 2
x
a − 1
x
x
12- ;fn : ; rFkk : ; 9 rks fuEufyf[kr osQ eku Kkr dhft,µ
; - 9 ; 8 8 9 8 *
1
f f
−
9
(2) 9 (1)
2
g g