Provide me question paper for class 10th mathematics examination of ICSE board soon ?

Here I am giving you question paper for class 10th mathematics examination of ICSE board In a PDF file attached with it .

Question 1
(a) Find the value of a and b if 1 x and 2 x are factors of 3 x ax b . [3]
(b) In the figure given below, ABCD is a parallelogram. E is a point on AB.
CE intersects the diagonal BD at G and EF is parallel to BC.
If AE : EB = 1 : 2 find
(i) EF : AD
(ii) area of triangle BEF : area of triangle ABD [3]
(c) On a certain sum of money, the difference between the compound interest
for a year, payable half yearly, and the simple interest for a year is Rs 16.
Find the sum lent out, if the rate of interest in both cases is 8 % . [4]

Question 2
(a) Plot the points A(9,6) and B(5,9) on the graph paper. These two points are
the vertices of a figure ABCD which is symmetrical about x = 5 and y = 6.
Complete the figure on the graph. Write down the geometrical name of
the figure. [3]
(b) In the diagram given below EDC. The tangent drawn to the circle at C
makes an angle of 500 with AB produced. Find the measure of ACB. [3]
(c) PQRS is a square piece of land of side 56 m. Two semicircular grass
covered lawns are made on two of its opposite sides as shown in the figure.
Calculate the area of the uncovered portion. [4]
R S
Q P
59 ICSE Specimen Question Paper

Question 3
(a) If
4 4
-2 6
A and
2 1
=
3 - 2
B find the matrix D such that
3A – 2B + 2D = 0 [3]
(b) A point P(a, b) is reflected in the Y-axis to P1 (-3, 1)
Write down the values of a and b.
P11 is the image of P when reflected in the X axis.
Write down the coordinates of P11.
P111 is the image of P when reflected in the line X = 5.
Write down the coordinates of P111. [3]
(c) Given : { : 3 2 1 9, } A x x x R , { :11 3 2 23, } B x x x R
where R is the set of real numbers.
(i) Represent A and B on number lines
(ii) On the number line also markA B. [4]
Question 4
(a) Without using a trigonometric table calculate:
cosec18
72 sec
8
42 cot
48 tan
5
58 cos
32 sin
4 [3]
(b) Mr. Jacob has a two years recurring deposit account in State Bank of India
and deposits Rs.1500 per month. If he receives Rs.37,875 at the time of
maturity, find the rate of interest. [3]
(c) Calculate the arithmetic mean, correct to one decimal place, for the
following frequency distribution of marks obtained in a Geometry test.

Attached Files

ICSE Maths Question Papers.pdf (187.8 KB, 90 views)