AIOU Assignment No 2 Solution Guide Introduction to Business Mathematics Code 1349 – Detailed Guide

Welcome to our detailed guide for AIOU Assignment No. 2 Solution on Introduction to Business Mathematics (Code 1349). This video is specially designed for students enrolled in Allama Iqbal Open University (AIOU), particularly those pursuing HSSC or equivalent distance learning programs.

In this comprehensive video, we break down Assignment No. 2 into manageable parts, making it easy for students to understand key mathematical concepts and solve problems step by step. Whether you're struggling with formulas, problem-solving, or the assignment format, this guide will help you complete your assignment efficiently.

Key highlights include:

Detailed explanation of business mathematics concepts.
Step-by-step solutions tailored for AIOU's curriculum.
Practical examples to reinforce understanding.
Useful tips for scoring well in your assignments.
This video is a must-watch for distance learners aiming to succeed in Business Mathematics (Code 1349). We understand the challenges of studying through distance learning, and our goal is to make learning easier and more accessible for you.

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00:26 Q.1(a) Six years ago the age of a mother was 3 times the age of her daughter. It will be twice after 9 years. Find their present ages.
01:36 Q.1(b) Find two numbers whose sum and product are 20 and 45 respectively.
02:44 Q.2(a) Define any two relation on the set E = {2, 4, 6, 8, 10}.
03:27 Q.2(b) Let the set “M” be given by M = {1, 2, 3, 4, 5} a relation “S” on the set “M” is defined by if their sum (a + b) is even number. Then find all the elements which satisfy this relation.
04:35 Q.3(a) Find the value of alpha if A is singular.
05:01 Q.3(b) Use matrices to solve the given system of linear equation:
2x + y + 3x=3
x + y – 2z=0
– 3x – y + 2z=2
06:01 Q.4(a) Nine pencils and five erasers cost Rs. 60 and three pencils and ten erasers costs Rs. 45. Find the cost of one pencil and one eraser.
06:57 Q.4(b) Find the value of x if is singular.
07:19 Q.5(a) Convert the following decimal systems into binary system:
67321 & 143
07:40 Q.5(b) Simplify: {(681)10 ÷ (22)10} + (10111011)2







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