Roll No……..
Total No. of
Questions: 07
BBA
(Sem.-1st)
BUSINESS
MATHEMATICS
SUBJECT
CODE: BB-102
PAPER
ID: [C0202]
Time: 3 Hrs. Max.
Marks: 60
Instruction to
Candidates:
1.
Section-A is Compulsory.
2. Attempt any Four questions from
Section-B.
SECTION-A
Q1. Write short notes on:
(a) Union
of Sets.
(b) If
a, b, c, d are +ve real numbers, then a > b, c > da+c > b+d.
(c) Solve:
(d) How many permutations of the letter of word
APPLE are there?
(e) Define Conditional Statement.
(f) Show that .
(g) Find derivative of
(h) Evaluate log381.
(i) Find nth term of an A.P. whose sum of n
terms is 3n2+n.
(j) Give example of a matrix to show that AB=0
even if A 0, B 0.
SECTION-B
Q2. (a) Prove that A
(b) If f(x)=2x show that f(x+3) – f(x-1)=
Q3. (a) Find the 5th term in the
expansion of 7.
(b) If 14th term of an A.P. is 6 and
6th term is 14 find 95th term.
Q4. Find Maximum and
Minimum value of function:
F(x)=x3+15x2+48x+7.
Q5. (a) Prove that log
(b) Find
the truth table for
Q6. How many different words containing all the
letters of the word ‘SOCIETY’ can be formed? Also find the number of different
seven letter words formed from the letters of the/word ‘SOCIETY’ if each word:
(i) Begins with S
and end with Y.
(ii) To have vowels never together.
Q7. Use Cramer’s Rule to
find solution of the equation:
2x- y+ 3z = 9
x + y + z = 6
x – y + z = 2
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