Sankalp Study Success
Types of Turing Machine Part 2 || FLAT || JNTUH || 3-1 || CSE, IT
15:41
Sankalp Study Success
Types of Turing Machine || FLAT || JNTUH || 3-1 || CSE, IT
23:14
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Pumping Lemma for CFL || FLAT || JNTUH || 3-1 || CSE, IT
34:07
Sankalp Study Success
Simplification of CFG || FLAT || JNTUH || 3-1 || CSE, IT
32:35
Sankalp Study Success
Deterministic Push Down Automaton || FLAT || 3-1 || JNTUH CSE,IT
21:08
Sankalp Study Success
Equivalence of Acceptance by Empty stack and Final State || FLAT || 3-1 || UNIT 3 || JNTUH CSE, IT
13:35
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Equivalence of CFG & PDA || FLAT || 3-1 || UNIT 3 || JNTUH CSE, IT
30:45
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Push Down Automaton || FLAT || 3-1 || UNIT 3 || JNTUH CSE, IT
22:27
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Derivation Trees, LMD, RMD || FLAT || UNIT 3 || JNTUH (CSE,IT)
48:59
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Classification of States || MSF || JNTUH || 2-1 || UNIT 5 || CSE(AI&ML)
18:08
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Context Free Grammar || FLAT || 3-1 || UNIT 3 || JNTUH (CSE,IT)
21:28
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Stochastic Process || MSF || 2-1 || UNIT 5 || JNTUH || CSE(AI&ML)
37:38
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Equivalence of Finite State Machine || 3-1 || UNIT 2 || FLAT || JNTUH/JNTUK || CSE, IT
12:26
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2.6 || Minimization of Finite State Machine || 3-1 FLAT || JNTUH/JNTUK || CSE,IT
27:31
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2.5 || Conversion of DFA to RE Arden's Theorem || 3-1 FLAT || JNTUH/JNTUK CSE,IT
13:13
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2.4 || Pumping Lemma || 3-1 FLAT || JNTUH/JNTUK || CSE,IT
30:50
Sankalp Study Success
2.3 || Constructing FA for given RE || 3-1 FLAT || JNTUH/JNTUK || CSE,IT
26:32
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2.2 || Identities of Regular Expressions || 3-1 FLAT || JNTUH/JNTUK || CSE,IT
8:08
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2.1 || Regular Expressions || 3-1 FLAT || JNTUH/JNTUK || CSE,IT
15:37
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1.7 || Equivalence of Moore Machine and Melay Machine || FLAT || JNTUH/JNTUK || CSE,IT
33:31
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1.6 || Moore Machine and Melay Machine || FLAT || JNTUH/JNTUK || CSE,IT
24:28
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1.5 || Conversion of NFA to DFA || FLAT || 3-1 JNTUH/JNTUK || CSE,IT
25:26
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1.4 || NFA with ε to NFA without ε || FLAT || 3-1 JNTUH/JNTUK || CSE,IT
39:36
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1.3 || Non-Deterministic Finite Automata NFA || JNTUH/JNTUK || 3-1 FLAT || CSE, IT
25:53
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1.2 || Deterministic Finite Automata DFA || JNTUH/JNTUK || 3-1 FLAT || CSE,IT
51:46
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1.1 || Introduction of FLAT || JNTUH/JNTUK || 3-1 FLAT || CSE,IT
39:36
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Test of Hypothesis ||MSF || UNIT 4 || R22 2-1 || JNTUH || CSE (AI & ML)
1:14:14
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3.7 || UNIT 3 || F - Distribution || R22 2-1 || JNTUH || CSE (AI & ML)
16:47
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3.6 || UNIT 3 || t - Distribution || R22 2-1 || JNTUH || CSE (AI & ML)3 6 MSF JNTUH CSEAI&ML
38:04
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3.5 || UNIT 3 || Central Limit Theorem || R22 2-1 || JNTUH || CSE (AI & ML)
22:23
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3.4 || UNIT 3 || Random Sampling & Sampling Distribution || R22 2-1 || JNTUH || CSE (AI & ML)
30:37
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3.3|| UNIT 3 || Normal Approximation to Binomial Distribution || R22 2-1 || JNTUH || CSE (AI & ML)
21:22
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3.2 || UNIT 3 || Applications of Normal Distribution || R22 2-1 || JNTUH || CSE (AI & ML)
4:44
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3.1 || UNIT 3 || Normal Distribution || R22 2-1 || JNTUH || CSE (AI & ML)
56:01
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2.3 || UNIT 2 || Poisson Distribution || R22 2-1 || JNTUH || CSE (AI&ML)
29:44
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2.2 MSF || UNIT 2 || Binomial Distribution || R22 2-1 || JNTUH || CSE (AI&ML)
33:02
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2.1 MSF || UNIT 2 || Random Variables || R22 2-1 || JNTUH || CSE (AI&ML)
35:53
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1.11 MSF || UNIT 1 || System of Linear Congruence || R22 2-1 || JNTUH || CSE (AI&ML)
8:24
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1.10 MSF || UNIT 1 || Chinese Remainder Theorem || R22 2-1 || JNTUH || CSE (AI&ML)
17:17
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1.9 MSF || UNIT 1 || Linear Congruence || R22 2-1 || JNTUH || CSE (AI&ML)
12:59
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1.8 MSF || UNIT 1 || Fermat Theorem || R22 2-1 || JNTUH || CSE (AI&ML)
20:12
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1.7 MSF || UNIT 1 || Congruence Arithmetic Properties || R22 2-1 || JNTUH || CSE (AI&ML)
33:51
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1.6 MSF || UNIT 1 || Introduction to Congruence|| R22 2-1 || JNTUH || CSE (AI&ML)
13:43
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1.5 MSF || UNIT 1 || Fermat Numbers || R22 2-1 || JNTUH || CSE (AI&ML)
10:35
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1.4 MSF || UNIT 1 || Fundamental Theorem of Arithmetic || R22 2-1 || JNTUH || CSE (AI&ML)
24:11
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1.3 MSF || UNIT 1 || Testing for Prime Numbers || R22 2-1 || JNTUH || CSE (AI&ML)
13:50
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1.2 MSF || GCD || Euclidean Algorithms for finding GCD || R22 2-1 || JNTUH || CSE (AI&ML)
22:32
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1.1 MSF || GCD || Greatest Common Divisors || R22 2-1 || JNTUH || CSE (AI&ML)
20:49
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6.DoubleLinkedList || Data Structures || JNTUH, JNTUK, JNTUA || CSE, IT, CSM
45:23
Sankalp Study Success
5.Single Linked List || Data Structures (UNIT-1) | JNTUH, JNTUK, JNTUA || CSE, IT, CSM
1:18:19
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4. Linked List || Data Structures (UNIT-1) | JNTUH, JNTUK, JNTUA || CSE, IT, CSM
25:53
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3.Abstract Datatype || Data Structures (UNIT-1) | JNTUH, JNTUK, JNTUA || CSE, IT, CSM
18:00
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2.Types of DS || Data Structures(UNIT-1) || JNTUH, JNTUK, JNTUA || CSE, IT, CSM
26:47
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1.Introduction of DS || Data Structures (UNIT-1) | JNTUH, JNTUK, JNTUA || CSE, IT, CSM
23:43
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M1 || Engineering Calculus || Important questions || UNIT 4 || JNTUK
30:01
Sankalp Study Success
M1 || Engineering Calculus || Important questions || UNIT 3 || JNTUK
32:06
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M1 || Engineering Calculus || Important questions || UNIT 2 || Part2 || JNTUK
14:52
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M1 || Engineering Calculus || Important questions || UNIT 2 || JNTUK
20:52
Sankalp Study Success
M1 || Engineering Calculus || Important Questions || UNIT 1 || Part2 || JNTUK
20:51
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M1 Important questions || UNIT 1 || JNTUK
22:49
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27.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
27:38
Sankalp Study Success
26.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
32:10
Sankalp Study Success
25.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
30:41
Sankalp Study Success
24.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
26:31
Sankalp Study Success
23.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
29:59
Sankalp Study Success
22.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
26:41
Sankalp Study Success
21.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
26:33
Sankalp Study Success
20.Unit3 || M1 | Important problems on Rules for finding particulars Integral in some cases || JNTUK
30:32
Sankalp Study Success
19.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
30:01
Sankalp Study Success
7.Unit4 || M1 || Important Problems on Partial Differentiations || JNTUK
31:35
Sankalp Study Success
6.Unit4 || M1 || Important Problems on Partial Differentiations || JNTUK
27:01
Sankalp Study Success
5.Unit4 || M1 || Important Problems on Partial Differentiations || JNTUK
33:08
Sankalp Study Success
23.Central Limit Theorem || COSM || 2nd B.tech 1st Semester || Lecture 23
22:01
Sankalp Study Success
22.Fundamental sampling Distributions || COSM || 2nd B.tech 1st Semester || Lecture 22
1:24:25
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20.Gamma Distribution || COSM || 2nd B.tech 1st Semester || Lecture 20
41:16
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21.Exponential Distribution || COSM || 2nd B.tech 1st Semester || Lecture 21
34:13
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19.Normal Approximation to the Binomial || COSM || 2nd B.tech 1st Semester || Lecture 19
21:01
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18.Normal Distribution || COSM || 2nd B.tech 1st Semester || Lecture 18
35:02
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17.Uniform Distribution || COSM || 2nd B.tech || 1st Semester || Lecture 17
35:11
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16.Geometric Distribution || COSM || 2nd B tech 1st Semester || Lecture 16
25:46
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15.Poisson Distribution || COSM || 2nd B tech 1st Semester || Lecture 15
25:56
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14.Binomial Distribution || COSM || 2nd B tech 1st Semester || Lecture 14
24:18
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13.Types of Distributions || COSM || 2nd B tech 1st Semester || Lecture 13
56:30
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12. Problems on Covariance of Random Variables || COSM || 2nd B tech ,1st Semester - Lecture 12
27:28
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11. Covariance of Random Variables || COSM || 2nd B tech, 1st Semester -Lecture 11
24:21
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10.Chebyshev's Theorem and Problem on it || COSM || 2nd B tech 1st Semester || Lecture 10
52:31
Sankalp Study Success
9.Expected Questions on Variance of Random Variables | COSM | 2nd B. tech 1st Semester | Lecture 9
42:14
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8.Expected Questions on Mean of Random Variables || COSM || 2nd B.tech 1st Semester || Lecture 8
32:01
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7.Expected Questions on Random Variables || COSM || 2nd B.tech 1st Semester || Lecture 7
48:01
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6.Expected Questions on Random Variables || COSM || 2nd B.tech 1st Semester || Lecture 6
43:50
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5.Random Variables || COSM || 2nd B tech 1st Semester Lecture 5
7:35
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4 .Problem on Baye's Theorem |COSM | 2nd B.tech 1st Semester || CSE,IT | Lecture 4
49:05
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3.Baye's Theorem and problems on it | Computer Oriented Statistical Methods || CSE,IT | Lecture 3
1:09:13
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5.Multiplication Theorem and it's Proof || Unit 1 || COSM || JNTUK ,JNTUH
37:28
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4.Conditional Probability || Unit 1 || COSM || JNTUK,JNTUH
24:35
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3.Addition Theorem and Proof || Unit 1 || COSM || JNTUK JNTUH
30:36
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1.Probability || Unit 1 || COSM || JNTUK JNTUH
30:37
Sankalp Study Success
2.Axioms of Probability and Classification of Events || Unit 1 || COSM || JNTUK JNTUH
45:21
Sankalp Study Success
20.Unit3 || M1 || Important problems on Rules for finding particulars Integral in some cases | JNTUK
30:32
Sankalp Study Success
19.Unit3 M1 || Important problems on Rules for finding particulars Integral in some cases || JNTUK
30:01