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Computer fundamentals and algorithms, Study notes of Computer Fundamentals

Computer fundamentals and algorithms assignments bcs /012 IGNOU assignments solutions

Typology: Study notes

2022/2023

Available from 04/07/2023

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Course Code : BCS-012
Course Title : Basic Mathematics
Assignment Number : BCA(1)012/Assignment/2022-23
Maximum Marks : 100
Weightage : 25%
Last Date of Submission : 31st October, 2022 (For July Session) 15th April,
2023 (For January Session) Note:
This assignment has 15 questions of 80 marks (Q.no.1 to 14 are of 5 marks
each, Q15 carries 10 marks). Answer all the questions. Rest 20 marks are for
viva voce. You may use illustrations and diagrams to enhance explanations.
Please go through the guidelines regarding assignments given in the
Programme Guide for the format of presentation.
Q1. Solve the following system of equations by using Matrix Inverse
Method. 1. 3x+ 4y+ 7z= 14 2. 2x-y+ 3z= 4 3. 2x + 2y - 3z = 0
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Course Code : BCS- 012

Course Title : Basic Mathematics

Assignment Number : BCA(1)012/Assignment/2022- 23

Maximum Marks : 100

Weightage : 25%

Last Date of Submission : 31st October, 2022 (For July Session) 15th April, 2023 (For January Session) Note:

This assignment has 15 questions of 80 marks (Q.no.1 to 14 are of 5 marks each, Q15 carries 10 marks). Answer all the questions. Rest 20 marks are for viva voce. You may use illustrations and diagrams to enhance explanations. Please go through the guidelines regarding assignments given in the Programme Guide for the format of presentation.

Q1. Solve the following system of equations by using Matrix Inverse

Method. 1. 3x+ 4y+ 7z= 14 2. 2x-y+ 3z= 4 3. 2x + 2y - 3z = 0

Q5. For what value of 'k' the points (-k + 1, 2k), (k, 2 - 2k) and ( - 4 - k, 6 - 2k) are collinear.

Q8. If α , β are roots of equation 2x2 - 3x-5=0 form a Quadratic equation whose roots are α 2 , β 2

Q9. Solve the inequality 3 5 ( 𝑥 − 2) ≤ 5 3 (2 − 𝑥 ) and graph the solution set.

Q11. Find the area bounded by the curves x2 = y and y=x.