03:35

x/2+2y/3=-1 and x-y/3=3 विलोपन विधि तथा प्रतिस्थापन विधि से हल

07:04

x/2+2y/3=-1 and x-y/3=3 ,  3x – 5y – 4 = 0 and 9x = 2y + 7 विलोपन विधि तथा प्रतिस्थापन विधि से हल

12:23

Evaluate int 0 to π x dx a^2 cos^2 x + b^2 sin^2 x 12th class

03:28

2x+3y=11 और 2x-4y= -24 को हल कीजिए और इससे m का वह मान ज्ञात कीजिए जिसके लिए y = mx+3 हो

04:24

कक्षा 10 के very important question || 10th class ke important Questions #upboard

08:35

कक्षा 10 गणित के महत्वपूर्ण प्रश्न। || 10th class math ke important Questions || #बहुपद 2

02:38

कक्षा 10 गणित के महत्वपूर्ण प्रश्न || 10th class ke important Questions #बहुपदकेशून्यक part 2

05:59

कक्षा 10 गणित के महत्वपूर्ण प्रश्न || 10th class ke important Questions #बहुपदकेशून्यक

11:24

कक्षा 10 के गणित के महत्वपूर्ण प्रश्न 2025 || class 10th math ke important Questions 2025-2026

07:30

कक्षा 10 math के Important questions || 10th class question question #peparleak #upboardexam

04:11

10th class math important questions 2025| कक्षा 10 के गणित महत्वपूर्ण प्रश्न

02:50

prove that there exists at least one composition series for every finite group g #theorem

02:09

if g is a commutative group having a composition series then g is finite #mathstudywithpradum

02:42

normal subgroup h of g is maximal iff the quotient group g/h is simple #theorem

06:31

Third law of isomorphism theorem || B.sc/M.sc mathematics || #theorem

03:30

fundamental theorem of homomorphism of group #homomorphism

02:32

if f is a homomorphism of a group g into a group g' with kernel k then k is a normal subgroup of g

02:21

A homomorphism of a group G into a group G' is a isomorphism iff kernel f={e} #m.sc #theorems

02:13

g' be a homomorphism of group G show that f(e)=e' , f(a^-1)={f(a)}^-1

01:54

Kernel of a homomorphism #isomorphism | M.sc math advance abstract algebra

06:24

class 9th maths chapter 1 exercise 1.2 in hindi | कक्षा 9 संख्या पद्धति प्रश्नावली 1.2 | Ncert

13:03

9th math Exercise 1.1 || 9वी गणित प्रश्नावली 1.1 ( संख्या पद्धति ) || class 9th math chapter 1.1

07:07

class 9th math (sankhya paddhati) number system | संख्या पद्धति पाठ 1 introduction | #numbersystem

02:36

Differentiation all formula || अवकल के फार्मूला || #mathstudywithpradum

05:36

x=0 एवं x=2π के मध्य वक्र वे=कोड से घिरे क्षेत्र का क्षेत्रफल ज्ञात कीजिए। #12th important questions

10:32

most important question // integration 0 to pai xdx/a^2cos^2x+b^2sin^2x #mathstudywithpradum

06:04

If a=5t^2i+tj-t^3k and b=(sint)i-(cost)j find (a) d/dt(a.b) (b) d/dt(a×b) #mathstudywithpradum

01:29

#homomorphism of group // kind of morphism #mathstudywithpradum

04:42

#theorem - The set of all cosets of a normal subgroup of a group w.r.t multiple

04:40

#theorem- let z denote the centre of a group G then show that a∈Z iff N(a)=G

02:25

#theorem- If G is a finite group,then O(G) =∑O(G)/O(Na) where this sum is taken over #ConjugateClass

02:57

the normalizer n(a) a∈G is a subgroup of G #theorem

01:34

Let G be a group of order 2p , where p is prime show that G is a normal subgroup of order p

01:53

The Intersection of any two subgroup of any two subgroup of G is normal subgroup of H #theorem

02:37

A subgroup H of a group G a normal subgroup the product of two right cosets #mathstudywithpradum

01:50

A subgroup H of a group G is normal subgroup of G every left coset of H in G XH=HX

02:01

A subgroup H of a group G is normal iff xHx^-1=H for every , x∈G #mathstudywithpradum

08:37

M.sc first year advance abstract algebra Group ki 4 important theorem #theorems

06:56

M.sc first year | ADVANCE ABSTRACT ALGEBRA | GROUP And SUBGROUP

07:28

B.sc 1st year second semester | matrix algebra exercise part 2 |

11:50

B.sc first year | #matrixalgebra question 2| show that A³-6A+9A-4I = 0

04:13

show that the equation matrix A ... satisfied the equation A²-5A+7l=0 #matrixalgebra

16:17

B.sc first year, 2nd semester matrix algebra Exercise 1 #matrixalgebra

13:11

IF A matrix then prove that (i)Aα•Aβ =A α+β, (ii) Aα•A-α=I , (iii) A^n α=Anα #matrixalgebra

02:37

#matrices matrices of algebra #example4 B.sc part 1

03:54

prove that (aI+bE)^3=a^3I+3a^2bE , where a and b are arbitrary scalars #B.sc1styear

05:38

Evaluate A²-4A-5I , where given A and I matrix #matrices B.sc Ist year, IInd sem

04:46

if A,B,C are three matrices such that evaluate ABC #matrix algebra #b.sc part 1

03:58

multiplication of matrices | metrix algebra L-2 | #B.sc 1st year #metrix

08:57

B.sc 1st year 2nd semester math || matrices || matrix algebra ( L-1) #training

07:28

First exercise differentiation of vector B.sc first year L-1 #mathstudywithpradum

07:17

a partical moves along the curve x=2t^2,y=t^2-4t,z=3t-5 find component of velocity and acceleration

07:20

A particle Move along the curve x=t^3+1, y=t^2 ,z=2t+5,find component of velocity and acceleration

05:10

A particle Moves along the curve x=4cost,y=4sint,z=6t,Find the velocity, acceleration time t=0,t=π/2

02:51

If r=ae^nt+b^-nt ,where a,b,are constant vector, show that d^2r/dt^2 - n^2r=0 #mathstudywithpradum

02:10

if r=(cosnt)i+(sinnt)j , show that d^2r/dt^2=-n^2r || #mathstudywithpradum

03:54

If vector r= (a cost)i + (asint)j + tk , find dr/dt ,d^2/dt^2 , |dr^2/dt^2| #mathstudywithpradum

02:23

3e^x tany dx+(1-e^x)sec^2ydy=0 || solve 3e^xtanydx+(1-e^x)sec^2ydy=0 || #mathstudywithpradum

02:30

(e^y+1)cosx dx+e^ysin xdy=0 || solve (e^y+1)cosx dx+e^ysin xdy=0 || #mathstudywithpradum

09:19

solve(D^3-5D^2+7D-3)y=e^2x.coshx || (D²-5D²+7D-3)y=e^2x coshx || #mathstudywithpradum