Port Said International Schools – National Section
Better education for future generations
Final model exam : 2
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Name :____________________________________________
Date : December
Grade:4
Question (1) :
( 10 marks )
Complete the following :
a. One million is the smallest …………. digit number.
b. 543009654 in word form is ……………………
c. The sum of measure of the interior angles of any triangle = ………
d. ………… is a multiple of any number .
e. Any polygon which has 4 sides is called a ……………………………
Question (2) :
Choose the correct answer between brackets :
a. In the square , all the angles are ………angles
( 10 marks )
(acute, right, obtuse)
b. The two intersecting lines intersect at …………
( one point , two points , zero points )
c. 8251309 + 748691 = ……..
( 9 million , 9 hundred million , 9 milliard )
d. The perimeter of an equilateral triangle whose side length is 5 cm is ………….. cm
( 15 , 20 , 25 )
e. …… is the smallest prime number.
(1,2,3)
Question (3) :
Complete using the suitable sign ( > , < , = ) :
a. Measure of the obtuse angle
b. 999999 + 1
c. 2814 ÷ 14
Measure of the right angle .
1 million
2814 – 2612
d. The area of a square of side length 4cm
e. Number of sides of the heptagon
Math Department
( 10 marks )
The area of a rectangle of length 8cm and
width 2cm
Number of sides of the pentgon
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Question (4) :
( 5 marks )
a. Find the H.C.F and the L.C.M of the numbers 18 and 30 .
b. In ∆ XYZ , if m(
Y ) = 40o and m(
Z ) = 60o . find m (
X).
c. A woman bought 17 metres of cloth for L.E. 53 per metre .
Find the total cost of what she paid.
d. Write the place value of the digit 8 in the number 8145230000.
Question (5) :
( 5 marks )
a. Draw LMO in which LM = 3cm , MO = 4cm, m(  M) =90
Find: 1. The length of OL
2. The type of LMO according to its side length.
3. The perimeter of the triangle LMO.

b. Find the area of a rectangle with dimensions 3m and 5m .
c. Find the perimeter of a square with side length 7cm .
Math Department
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