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Punjab (PTB) · Quarter book test · Free

1st Year Business Maths 3rd Quarter Book Paper

40 marks · 1 hour · 28 questions. Covers: UNIT 5: Elements of Matrix Algebra, UNIT 6: Binary Number System and its Operations.

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1st Year Business Maths 3rd Quarter Book Paper

1st Year · Business Maths · Punjab (PTB)

Name: ____________Roll No: ________Class/Section: ________Date: ________Total marks: 40Time: 1 hour

Q1. Multiple choice questions (Attempt all · 12 × 1 = 12)

  1. The decimal number 23 in simplest form is:

    1. 3(10)0+2(10)1

    2. 2(10)0+3(10)1

    3. 2(10)0+3(10)2

    4. 3(10)+2(10)2

  2. If , then matrix will be:

  3. (9)10 in binary system is:

    1. (1010)2

    2. (1001)2

    3. (1100)2

    4. (1000)2

  4.  matrix is:

    1. None-singular

    2. Singular

    3. Identity

    4. All

  5. In the binary system 2 equals to:

    1. (10)2

    2. (11)2

    3. (101)2

    4. (110)2

  6. In order of matrix A is 2 x 2 and order of matrix B is 2 x 1 then order of (AB)t will be:

    1. 2 x 1

    2. 1 x 2

    3.  2 x 2

    4. 1 x 1

  7. In computer 0 & 1 respectively is used for:

    1. On only

    2. Off only

    3. On & off

    4. Off & on

  8. Order of the matrix [ 1 2 8 3] is:

    1. 3 x 1

    2. 3 x 3

    3. 1 x 3

    4. 1 x 2

  9. Convert 37 into binary number is:

    1. (100111)2

    2. (111101)2

    3. (100101)2

    4. (111000)2

  10.  is called:

    1. Transpose of A

    2. Inverse of A

    3. Minor of A

    4. Adjoint of A

  11. Binary number system is based in the digits:

    1. 0 to 9

    2. 0 to 1

    3. 0 to 7

    4. 0 to 15

  12.  matrix having single row is called:

    1. Row matrix

    2. Singular matrix

    3. Square matrix

    4. Null matrix

Q2. Short questions (Attempt any 8 of 12 · 8 × 2 = 16)

  1. Convert the following binary number into decimal number. 

  2. Define null matrix.

  3. Convert the following decimal number into binary number system. 93

  4. Simplify: (1001)2+(11)2.

  5. Convert the following decimal number into binary number system. 27

  6. Define regular matrix.

  7. Convert the following binary number into decimal number. (001)2

  8. Find x if the following matrix is singular: 

  9. Convert the following decimal number into binary number system. 99

Q3. Long questions (Attempt any 3 of 4 · 3 × 4 = 12)

  1. Simplify: (1011100)2-(111100)2.

  2. The sum of two numbers is 180 and their difference is 20. find the two numbers.

  3. Simplify: {(1011100)2+(111100)2}-{(10000)2-(1111)2}.