Bitsat Full Test

Hello sir I’m preparing for BITSAT exam. I want some previous year question paper for BITSAT test?

[pawan]

The BITSAT is the entrance exam for the engineering students; this BITSAT stands for Birla Institute of technology and science admission Test.

BITS Pilani conducts the BITSAT entrance test every year for the eligible candidates to the first degree programs.

The BITSAT paper has four sections. They are Mathematics contains 45 questions, English and Logical Reasoning contains 25 questions, Chemistry contains 40 questions, Physics contains 40 questions. This exam is about 3 hours.



Here I’m attaching PDF for previous year question paper for BITSAT test:


BITS offered courses:

BIMTECH Greater Noida Programs:-
PGDM
PGDM (International Business)
PGDM (Retail Management)
PGDM (Insurance Business Management)

MBA fees:
Merit 10,00,000INR
Corp. Sponsored 17,00,000INR
NRI 17,00,000INR
NRI Sponsored 17,00,000INR
International Students 10,00,000INR

Application fees:
Application Fees (one time) INR 1,500
Admission Fees (one time) INR 15,000
Semester Fees (per semester) : INR 40,750

BITSAT questions:

1. If a, p are t!-le roots of ax2 + bx + c = 0, 1 1 then -~•- 13 are the roots of
(a) ax2 - bx + c = 0
(b) cx2 - bx + a = o
(c) cx2 + bx + a = 0
(d) ax2 - bx - c = 0

2. The number of real roots of the equation
(x - 1 )2 + (x - 2)2 + (x - 3)2 = o is
(a) 1 (b) 2
(c) 3 (d) None of these

3. If s• is the set containing values of x satisfying r X)' - 5[ X J + 6 :S 0 , Where [X) denotes GIF, then S contains
(a) (2, 4)
(C) [2, 3]
(b) (2, 4j
(d) (2, 4)

4. Seven people are seated in a circle. How many relative arrangements are possible?
(a) 7! (b) 6!
(c) 7p s (d) 7Ce

5. In how many ways can 4 people be seated on a square table, one on each side?
(a) 4! (b} 3!
(c) 1 (d} None of these

6. Four different items have to be placed in three different boxes. In how rnany ways can it be done such that any box can have any number of items?
(a) 34 • (b) 43
(c) 4p 3 (d) ~c3

7. What is the probability that, if a number is randomly chosen from any 31 consecutive natural numbers, it is divisible by 5?
6 7
(a) 31 (b) 31
6 7
(c) - or- (d) None of these