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Step-by-step explanation:
Solutions :-
18) Option (B)
Except figure -2 ,remaining are all represents parallel lines
19)Option(A)
2x+10 = 90°
=> 2x = 90-10
=> 2x = 80°
=> x = 40°
20) Option (B)
If a die thrown once then the possible outcomes are 1,2,3,4,5,6
Total number of all possible outcomes = 6
21)Option B
If we flip two coins simultaneously then total number of possible outcomes 2² = 2×2 = 4
They are : (H,H) ,(H,T) ,(T,H) ,(T,T)
Sample space = {(H,H) ,(H,T) ,(T,H) ,(T,T)}
Where H = Head ,T= Tail
22)Option (A)
There are 52 cards in a deck of cards
They are divided into two colours red and black
Again they are divided into four suits
Clubs, Spades , Diamonds,Hearts
In each suit there is one ace
Total aces in the deck of cards = 1+1+1+1=4
Total possible outcomes to ace = 4
23)Option (C)
In (2,5) first is even and second is odd
24) Option (C)
There are 7 days in a week
Total number of all possible outcomes = 7
25)Option (B)
The day before Tuesday is Monday is true
It is sure or certain event.
26) Option (C)
Tree diagram is the best counting method to illustrate our ancestral Probability
27)Option (D)
If three coins flipped simultaneously then the total number of possible outcomes = 2³
=> 2×2×2
= 8
28)Option (C)
The number of favourable outcomes to black cards is 26
29) Option (B)
The number of favourable outcomes to black spades = 13
30)Option (C)
Number of black spade cards = 13
Number of favourable outcomes = 13
Total number of playing cards = 52
Total number of all possible outcomes = 52
Probability of an event= Number of favourable outcomes/ Total number of all possible outcomes
= Probability of getting a black spade cards
= 13/52
= 1/4
31)Option (B)
If A die is rolled then the number of all possible outcomes = 6
prime numbers = 2,3,5
Number of favourable outcomes = 3
Probability of an event= Number of favourable outcomes/ Total number of all possible outcomes
Probability of getting a prime number
= 3/6
=> 1/2
Used formulae:-
- Probability of an event= Number of favourable outcomes/ Total number of all possible outcomes
- If n coins flipped simultaneously then the total number of possible outcomes = 2^n
- The probability of a sure or certain event is 1.