Abstract Classes
Free MCS-215 Solved Assignment | July 2025 | MCA_NEW, MCAOL | English & Hindi Medium | IGNOU
Click here Hindi Medium Assignment Question:-1(a) Explain the terms Confidentiality, Integrity and Availability in digital security. Explain the Pros and Cons of digital security. Answer: Part 1: The CIA Triad – Confidentiality, Integrity, and Availability The CIA Triad is a fundamental model in information security designed to guide policies and systems for protecting digital assets.
Free MCS-214 Solved Assignment | July 2025 | MCA_NEW, MCAOL | English & Hindi Medium | IGNOU
Question Paper: MCS-214 Professional Skills and Ethics Question:-1 Read the following passage and answer the questions given below: In today’s interconnected world, technology is not just a tool; it is the foundation upon which modern communication and professional growth are built. The rise of digital platforms has revolutionized how we share information, collaborate, and make
Free MCS-213 Solved Assignment | July 2025 | MCA_NEW, MCAOL | English & Hindi Medium | IGNOU
Click here Hindi Medium Assignment Question Paper: MCS-213 Software Engineering Question:-1(a) Which SDLC paradigm will be selected for developing an Online Date Sheet Generation System (ODSGS) for a University. You may also suggest a SDLC paradigm that is proposed by you and non-existent as on date. Justify your answer. Answer: 🛠️ (a) Selection and Justification
Free MCS-212 Solved Assignment | July 2025 | MCA_NEW, MCAOL | English & Hindi Medium | IGNOU
Question Paper: MCS-212 Discrete Mathematics Question:-1 Prove by mathematical induction that ∑ i = 1 n 1 i ( i + 1 ) = n n + 1 ∑ i = 1 n 1 i ( i + 1 ) = n n + 1 sum_(i=1)^(n)(1)/(i(i+1))=(n)/(n+1)sum_{i=1}^{n} frac{1}{i(i+1)} = frac{n}{n+1}∑i=1n1i(i+1)=nn+1. Answer: 🧮 Step 1: Base
Free MCS-211 Solved Assignment | July 2025 | MCA_NEW, MCAOL | English & Hindi Medium | IGNOU
Question:-1(a) Design and develop an efficient algorithm to find the list of prime numbers in the range 501 to 2000. What is the complexity of this algorithm? Answer: 🔍 Sieve of Eratosthenes Algorithm for Primes (501 to 2000) 🧠 Step 1: Algorithm Design Create a boolean list is_prime[0..2000], initialize all entries as True. Mark is_prime[0]