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Exam of 20 pages for the course Nstse answer key at Nstse answer key (Vb)

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Most Popular Books in India for Academic Excellence
Classes 1 - 10 Classes 1 - 10 Classes 2 - 8
BMA’s
TM




Trainer Plus National Level Science Talent
Search Examination
Conducted by
UNIFIED COUNCIL
An IS0 9001 Certified organization
Price range ` 140 to 165 Price range ` 125 to 190 Each class ` 150

Classes 1 - 10 Classes 1 - 10 Classes 3 - 10 CLASS IX
Please fill the following details immediately
Practice More - Score More
E = mc2
AWESOME Name
ENGLISH


AU
Hall Ticket No.
O
Vol. 1 & 2




E I Questions : 60
INSTRUCTIONS
Time : 60 minutes

Brain Mapping Academy
Read all instructions carefully before attempting any question.
Each class ` 115 Each class ` 100 Each book ` 175 l Ensure that the ‘Class’ printed here and inside, is the same as the test
you are appearing for.
Combo Pack Classes 6 - 10 Classes 6 - 10
l You must complete the paper within the time allotted.
l Do not open this question paper until you are permitted to.
NEET
FOUNDATION l You are not allowed to use a calculator.
For classes 6 - 10
l Figures herein are not to scale. Hence, you cannot depend on the
estimate of size or measurement. Use your knowledge of the subject.
l Rough work shall be carried out only in the space provided for the same
throughout this booklet. No separate sheets are allowed for the same.
l Return your answer sheet to the invigilator soon after completion and
` 540 Each class ` 300 Price range ` 550-795 before leaving the examination hall. Take the question paper with you.
Online payment facility is available at www.bmatalent.com & 8142 635 635 l There is no negative marking.
l Results would be made available on www.unifiedcouncil.com

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, CLASS : 9 CLASS : 9

Class - 9 Mathematics
$ In the given figure, D is the mid-point of BC and L is the
mid-point of AD. If ar ( Δ ABL) = x ar ( Δ ABC), what is
( ) ( )
x 2 −3 x 2 −3

If 5 + 2 6 + 5−2 6 = 10, find x. the value of x ? A
1
(A) 2, –2 (B) 2, − 2 (A) 2 (B)
2 L
(C) 2, + 2 (D) 2, −2, 2, − 2 1
(C) (D) 4

The height of sand in a cylindrical box drops 3 inches 4 C D B

when 1 cubic foot of sand is poured out. What is the
diameter, in inches, of the cylinder ?
(a+ b)3 + (b + c)3 + (c + a)3 − 3(a+ b)(b + c)(c + a) = _____

%
a3 + b3 + c3 − 3abc
24 48 32 48
(A) (B) (C) (D) (A) 1 (B) 2 (C) 3 (D) 4
π π π π

& Find the remainder obtained when 5 2017 + 13 2017 is

! Find the remainder when 1 + x + x2 + ..... + x2017 is divided divided by 18.
by (x – 1).
(A) 0 (B) 1
(A) 2016 (B) 2017
(C) 2 (D) can’t be find
(C) 2018 (D) 2000 In the given figure, PQ || SR,

' P Q
x
1 1 ∠ SQR = 25o, ∠ QRT = 65o, find y. o



" If x = 7 + 4 3 and xy = 1, what is the value of + ?
25
x2 y2 (A) 40o (B) 150o y
o
65
1 (C) 50 o
(D) 80 o
S R T
(A) 64 (B) 134 (C) 194 (D)
49
ABCD is a trapezium in which
D R C

# Find the square root of 12 5 + 2 55 . AB || DC and AD = BC. If P, Q,
R, S be respectively the mid- S Q
(A) ( 11 + 1 ) 4
5 (B) 4
(
5 1+ 5 ) points of BA, BD and CD, CA,
then PQRS is a _________. A P B

(C) 4
5 ( 11 + 5 ) (D) 5 ( 11 + 1 ) (A) rhombus (B) rectangle
(C) parallelogram (D) square

436 (M)  436 (M)

, CLASS : 9 CLASS : 9

AB is a chord of a circle of radius 4.3 cm and P is a 1 1 1 1
point on AB which divides it into two parts in the ratio # + + + ...... + = _____
1+ 2 2+ 3 3+ 4 15 + 16
7 : 10. If P is 2.7 cm away from the centre O, find the
length of AB. (A) 0 (B) 1 (C) 2 (D) 3
(A) 5 cm (B) 6.8 cm (C) 6.4 cm (D) 6.1 cm If p = (2 – a), what is the value of a3 + 6ap + p3 – 8 ?
$
The sum and difference of two angles ∠ A and ∠ B of (A) 1 (B) 0 (C) 2 (D) 3
a Δ ABC are 128° and 22° in which ∠ B > ∠ A. Find the
% In quadrilateral ABCD. ∠ A + ∠ C = 140o, ∠ A : ∠ C = 1 : 3
biggest side.
and ∠ B : ∠ D = 5 : 6. Find the measures of ∠ A, ∠ B,
(A) AB (B) BC (C) CA (D) AB = BC = CA ∠ C and ∠ D.

! In the given figure, Δ ABD ≅ Δ ACD, *
(A) 35o, 100o, 105o, 120o (B) 60o, 45o, 75o, 100o
AB = AC, BD = CD. By which criterion (C) 20o, 60o, 105o, 135o (D) 45o, 35o, 90o, 110o
) ,
are the triangles congruent ? & The perimeter of a triangle is 60 m and its sides are in
(A) S.S.S. (B) R.H.S. the ratio 5 : 12 : 13, Find the length of the altitude of
+
(C) S.A.S. (D) A.S.A. the triangle corresponding to the longest side.

" On the Cartesian plane, PQR is a right-angled triangle. 3 4 9 2
(A) 9 m (B) 5 m (C) 6 m (D) 7 m
What are the coordinates of P ? 13 12 11 15
y
' Given that 2r + 3t = 18 and 2r – 3t = 6, the value of r + t is
R(–5, 3)
(A) –13 (B) –8 (C) 4 (D) 8

Space for Rough Work
P Q(–2, 1)
x
O

(A) (–5, 1) (B) (–5, 3) (C) (2, –5) (D) (1, –5)

Space for Rough Work




436 (M) ! " 436 (M)

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