PROBABILITY OF COMBINED EVENT FORM 4 KSSM PART

Multiple Choice

One metal card is Blue colour. Another metal card is Green colour. The card is tossed two times. The two metal cards are tossed. List the possible outcomes.

B = blue | G = Green

• S = {(B,B),(B,G),(G,B),(G,G)}

• S = (B,B),(B,G),(G,B),(G,G)

• S={(B,G),(G,B)}

Multiple Choice

One metal card is Blue colour. Another metal card is Green colour. The card is tossed two times. The two metal cards are tossed. What is the possible number of outcomes?

B = blue | G = Green

• n(S) = 2

• n(S) = 4

Multiple Choice

INDEPENDENT OR DEPENDENT EVENT?

Obtain a tail twice when a fair coin is tossed twice.

• INDEPENDENT EVENT

• DEPENDENT EVENT

Multiple Choice

INDEPENDENT OR DEPENDENT EVENT?

Obtain a tail in tossing a fair coin and

obtained the number 4 in rolling

a fair dice.

• INDEPENDENT EVENT

• DEPENDENT EVENT

Multiple Choice

INDEPENDENT OR DEPENDENT EVENT?

Obtain two pens of the same colour when two pens are taken out one

by one from a container that contains three red pens and two blue pens

without replacement.

• INDEPENDENT EVENT

• DEPENDENT EVENT

Multiple Choice

Box F contains seven cards labelled with the letters “P, A, M, E, R, A, N” and box G contains five cards labelled with the numbers “3, 5, 6, 8, 11”.

A card is chosen at random from box F and box G respectively.

Calculate the probability to get the letter “P” and an even number...

• $$\frac{2}{35}$$  

• $$\frac{2}{35}$$  

Multiple Choice

• $$\frac{1}{6}$$  

• $$\frac{2}{7}$$  

Multiple Choice

A bag contains 8 green marbles and 1 red marble. Two marbles are chosen randomly one by one from the bag without replacement.

Find the probability of both are green marbles.

• $$\frac{8}{9}$$  

• $$\frac{7}{9}$$  

Multiple Choice

Calculate the probability of getting NO BLUE MARBLE.

• $$\frac{7}{22}$$  

• $$\frac{19}{44}$$  

Multiple Choice

• MUTUALLY EXCLUSIVE EVENT

• NON MUTUALLY EXCLUSIVE EVENT

Multiple Choice

• MUTUALLY EXCLUSIVE EVENT

• NON MUTUALLY EXCLUSIVE EVENT