WorksheetsFMT ASSIGNMENT 2 GROUP 7
Total questions: 12
Worksheet time: 12mins
5 players consisting of 2 boys and 3 girls are needed to form a badminton team. These 5 players are chosen from a group 4 boys & 5 girls
Find the number of ways the players can be chosen
40
20
1
60
A four digit number is to be formed by using four of these cards .How many different odd numbers can be formed
240
120
24
100
A five letter code is to be formed using these letters Find: the number of different five letter codes which begin with a vowel and end with a consonant
240
549
600
432
Two lines are parallel. On the first line, there are 2 points, P and Q. On the second line, there are 6 points, A,B,C,D,E,F. Calculate the number of tringles that can be formed by drawing straight lines that pass through any 3 points
36
18
39
29
A four letter code is to be formed using any four cards. Calculate the number of different four letter codes that can be formed if it must end with a consonant
814
799
965
1050
A group of 6 dancers is to be chosen from 5 Malay, 4 Chinese and 3 Indian students to perform the dance. Calculate the number of different ways the group of dancers can be formed if the group consists of exactly 2 Indian students
378
253
689
134
The probability of Sarah being chosen as a school prefect is 3/5 while the probability of Aini being chosen is 7/12 .Find the probability that neither of them is chosen as a school prefect
1/6
35/144
4/9
25/144
The probability that Hamid qualifies for the final if the track event is 2/5 while the probability that Mohan qualifies us 1/3. Find the probability that only one of them qualify for the final.
35/144
4/9
7/15
25/144
The probability that Vincent, Chong and Ramu strike the target in a shooting camp are 1/3, 1/4, and 2/5 respectively. If each of them try one shot at the target, find the probability that only Vincent strikes the target.
1/20
1/10
9/40
3/20
A fridge stores 12 bar of chocolates. 6 are dark chocolate , 2 are strawberry flavoured and th rest contains almonds. what is the probability that a bar of chocolate with almonds will be eaten?
2/4
1/3
1/5
2/3
At a car park, there are 100 vehicles, 60 of which are cars, 30 are vans and the remainder are lorries. If every vehicle is equally likely to leave, find the probability of a) van leaving first b) a lorry leaving first
a) 3/10
b) 1/10
a) 1/2
b) 2/3
a) 1/3
b) 4/6
a) 1/10
b) 3/10
Set={1,2,3,4,5,6,7,8,9,10}
Q={ 1,3,5 }
R={ 4,5,9 }
S={2,6,8 }
What is P( Q U S ) ?
1/2
3/10
6/10
3/5
