Grade 5 Olympiad For more such worksheets visit www.EduGain.com
Answer the questions (1)
What is the weight of one cauliflower ?
(2)
P is to the West of Q, and R is to the South of Q. In what direction is P with respect to R ?
(3)
Find the missing number. ?
2
3
14 34 5 12 19 2 13 36 6 8
3
14
(4)
What is the minimum number of line segments required to make letter K ?
(5)
In a clock, the hour hand is pointing between digits 6 and 7, and the minute hand is pointing at 5. What is the current time?
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ID : F-5-Olympiad [2]
Choose Choos e correct answer(s) from from given choice cho ice (6)
Following shape is made of several small cubes. What fraction of cubes are not visible in the picture shown below ?
60
a.
120 c.
74
b.
120
105 120
+ -4
(7)
+ =
Find the value of
(8)
+
= 40
+
+
+
+
+
a. 26 a. 26
b. 36 b. 36
c. 34 c. 34
d. 46 d. 46
A rabbit is walking on periphery of a regular polygon as shown below.
If it starts from point s, rabbit will be on which side after walking 88% distance of the periphery in clock-wise direction?
(9)
a. E a. E
b. B b. B
c. D c. D
d. A d. A
Find the rule for pattern shown below, 120
13 0
14 0
15 0
1 60
1 70
a. Counting a. Counting by 15
b. Counting b. Counting by 20
c. Counting c. Counting by 5
d. Counting d. Counting by 10
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ID : F-5-Olympiad [3]
(10) Deborah solved the problem as shown below. Which expression could be used to check her result ? Remainder Remainder : 11
a. (353 a. (353 + 11) X 19
b. (353 b. (353 + 19) X 11
c. (353 c. (353 X 11) + 19
d. (353 d. (353 X 19) + 11
(11) Assuming the following are made of cloth, which of them can be used to completely cover a cube if you fold along the lines? a.
b.
c.
d.
Fill in the blanks (12)
Lengths of two rods are 6 feet and 15 feet.
feet is the smallest length which can be
measured using both the rods separately. 6 feet 15 feet
(13)
If a train travels 144 Km in one hour, then it cover a distance of
Km in the month of
November if it travels continuously. (14) Laura walked 15 kms to the south, then turned left and walked 10 kms. She then turned north and walked 40 kms. She again turned left and walked 10 kms. She is
kms away from her house
?
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ID : F-5-Olympiad [4]
(15) Anthony rolls a cube which has following letters on each face,
CRZEXY fraction of letters on the cube are symmetric (either horizontal or vertical). vertical).
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ID : F-5-Olympiad [5]
Answers (1)
30 g
(2)
West-North
(3)
7 Step 1 If you notice 2 nd and 3 rd picture, it can be seen that number in center is sum of other four numbers 2+12+3+2 = 19 and 3+13+14+6 = 36 Step 2 Threfore 1st picture should also follow this pattern, ?+14+8+5 = 34
⇒
? = 34 - (27)
⇒
? = 7
⇒
(4)
3
(5)
6:25
(6) a.
60 120
(7)
b. 36 b. 36
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ID : F-5-Olympiad [6]
(8)
a. E a. E Step 1 If you look at the regular polygon carefully, you will notice that the number of sides of a regular polygon are 5. Therefore the length of a side of the regular polygon =
1 5
Step 2 Since distance walked by a rabbit on the periphery in clock-wise direction = 88% =
88 100
Therefore the number of sides walked walked by a rabbit on the regular r egular polygon = Distance walked by a rabbit Length of a side of the polygon 88 100 = 1 5 =
88 100
=
×
5 1
440 100
= 4.4 It means rabbit walked on 4 sides of the regular polygon and a rabbit is walking on the 5 th side of the regular polygon in clock-wise direction. Step 3 Since it starts from point s, rabbit will be on the side E after walking 88 distance of the periphery in clock-wise direction.
(9)
d. Counting d. Counting by 10
(10) d. (353 d. (353 X 19) + 11 ( 11 ) d .
(12) (13)
30 10 3 6 8 0
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ID : F-5-Olympiad [7]
(14)
25 Step 1 if Laura starts from the black dot shown in the picture, her path will be as following
Step 2 It is clear from this path that she will be at a distance of 25 kms from the starting point
(15)
4
6 Step 1 Symmetric letter are : C E X Y Step 2 Asymmetric letter are : R Z Step 3 Total symmetric and asymmetric letter are : 6 Step 4 Now the fraction of symmetric (either horizontal or vertical) letters on the cube =
4 6
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