05:26

Welcome Message In QB64 | How to use print and remark command in QB64

16:06

Java Program Convert Temperature from Fahrenheit to Celcius and Celcius to Fahrenheit using Scanner

01:57

Format Cells with Unit | How to apply formula when cells contain a value with units | Custom Format

14:23

MCS-021 | Q5b | What is AVL Tree ? Discuss mechanism of RR, LR, RR, RL rotations used in AVL tree

10:36

MCS-021 Q4b Write algorithm and Pseudo code for (ii) Deleting an element from a doubly linked list.

06:36

MCS021 Q 5a | Write Kruskal’s algorithm. Find Minimum Cost Spanning Tree of graph using Kruskal’s

14:45

MCS-021 1(c) Write steps to find the shortest path from Vertex 1 of graph using Dijkstra’s algorithm

07:27

mcse004 Q1e | Solve using Euler’s method :y' = 1 + y^2, y(0)=1Find y(0·8) taking h = 0·2

08:18

MCSE-004 Q1d | Calculate the value of the integral log x dx 4 to 5·2 by using Trapezoidal rule.

12:45

MCSE-004 Q3a Estimate the value of f(2·2) by using forward difference formula, determined from data

11:37

Red-Black Tree | MCS-021 3. (a) What is a Red-Black tree ? Explain its properties.

19:32

MCS-021 4b (i) Inserting an element in a doubly linked list. | At the beginning or end or in between

06:32

MCSE-004 | 1. (a) Let a = 0·41, b = 0·36 and c = 0·70. Prove that (a-b)/c != a/c-b/c | MCA (REVISED)

19:50

MCS-021 Q3c | Selection Sort algorithm. Sort the list in descending order 25, 10, 50, 21, 65, 18, 45

09:00

MCS033 q2a | 2. (a) Decide whether the graphs G1{V1 ,E1 } G2 {V2 ,E2 } are equal or isomorphic

03:55

MCS-033 : ADVANCED DISCRETE MATHEMATICS Q1c | Find the generating function for 1, 2, 3, 4, 5, 6, ...

04:40

Q3 (d) How many vertices and edges must a graph have if its degree sequence is 4, 4, 3, 3, 3, 2, 1 ?

04:38

mcs033 Q1b | Show that : an=4(2)^n + 7(3)^n is the solution of recurrence relation an- 5an-1 + 6an-2

06:09

mcs021 q1b | Traverse the following Binary tree in Pre-order and Post-order :

03:56

MCS-021 Q3d Let E expression :[a + (b – c)] * [(d – e) / (f + g – h)]Draw the Binary tree for ‘E’.

04:21

MCS-033 ADVANCED DISCRETE MATHEMATICS | Q3(b) What is the chromatic number of the graph given below?

04:06

MCS-033 Q1e (e) Draw the graphs of 5 33 34 k5, k3x3, k3x4 | Graph Theory | Complete Graph

06:48

bcs055 Q3b | Rewrite the sentences in the passive voice : | Somebody cleans the office everyday.

06:38

MCS 033 Q1a | Find next two terms (an) 3, 5, 11, 21, 43, 85 .. give a recursive def of sequence

03:56

bcs055 Q3a Fill in the blanks with appropriate conjunctions in sentences if incase unless until when

10:23

MCS-024 Q1a | What is method overloading ? Explain with suitable example.

08:14

mcs 024 Q5b | Write a Java program to print factorial of a number entered by user.

05:31

BCS53 Q1a | Write a JavaScript & HTML code which changes a paragraph from “BCA Examination” to

06:20

bcs053 Q2b Explain how CSS can be used to change background page colour, font size, paragraph color

10:15

MCS023 Q1d | write SQL queries for the following

05:53

mcs023 q2 a | What will be the result of the following algebraic operations on relations R1 and R2

11:17

MCS023 Q2b parts | Select from employee ORDER by Salary Name | Max (salary)| Avg (age) from employee

17:35

BCS054 1. (a) Solve the following system of equations using Gauss Elimination method :| TEE Dec-2022

09:25

MCSE003 December 2022 q1c | Verify De Morgan’s laws with the help of truth table.

06:48

MCS 224 AI AND ML | Q1d Obtain Conjunctive Normal Form (CNF) for the formula : (D→(A→(B∧C))

06:38

mcs 206 q1b Briefly explain use of the following logical operators with the help of example of each

20:18

MCS-206 q1a Write a java program which takes 3 numbers as input & displays average of these numbers

10:23

Tautology | mcs 013 q1b | Show that [(p→-q)^ ~q]→~p is a tautology, without using truth table

21:55

bcs 031 2a| What is function overloading ? Explain how it is implemented in C++ with help of program

25:53

(CMAD) | BCS–92 : INTRODUCTION TO DATABASES | Write the following queries using SQL | A university

08:07

bcs012 5a Find the vector and Cartesian equ. of the line passing the points (–2, 0, 3) & (3, 5, –2)

07:41

bcs-012 q1g If z is a complex number such that |z-2i| =|z+,2i| show that Im (z) = 0 | Complex Number

07:41

bcs-012 q4b| Using determinants find the area of triangle whose vertices are (1, 2),(–2, 3),(–3, –4)

19:38

mcs 011 Q3a | Write syntax & use of the following functions in C | malloc | fputc | strcat | fclose

15:55

MCS-011 q2a What is Union ? How is it different from structure ? Explain declaration, use of it in C

12:21

bcs011 (37.5)10 to Binary | (100100101101)2 to Hexadecimal | (ABE) to Binary | (574) to Decimal

17:32

MCS-011 | 2 (b) Write a C program to find the average of diagonal elements of a matrix of 6 × 6

20:58

mcs011 1c Write a program in ‘C’ to sort an array of 10 elements in ascending order | Selection Sort

15:01

mcs11 1b Write a recursive program/function in C to find factorial of a given number between 1 to 10

09:15

mcs011 q5b | Write C program to swap two given values. | PROBLEM SOLVING AND PROGRAMMING Solution

21:19

MCS-011 5c | Write C program to open an existing file “My.TXT” and read its content and display it.

06:23

MCS-011 : PROBLEM SOLVING AND PROGRAMMING | 5. (a) Write a program to display the following pattern

07:02

bcs012 TEE December 2022 5b | If y = ln[e^x(x-2/x+2)^3/4], find dy/dx | Differentiation of y wrto x

03:55

bcs012 December 2022 Q1(h) | Find the quadratic equation whose roots are (2-root 3) and (2+root 3)

17:06

bcs012 q5c | Linear Programming | A person wishes to invest at most 12,000 in option A and option B

06:21

If the first term of an A. P is 22, the common difference is – 4, & the sum of n terms is 64, find n

08:34

IGNOU TEE BCS-012 BASIC MATHEMATICS SOLVED QUESTION PAPER | Show that A is row equivalent to I3

07:03

BCS012 Basic Mathematics Block 3 Unit 4 Check your progress 3 Q1 & Q2 solution | important Question

05:48

BCS 012 Basic Mathematics TEE Dec 2022 Q2a | Show that |1 x x^2| |1 y y^2| |1 z z^2|=(y-x)(z-x)(z-y)

06:26

BCS 012 Basic Mathematics TEE December 2022 Q2c | if y=ax + b/x, show that x^2d2y/dx^2 + xdy/dx -y=0