Question
A card is drawn randomly from a deck of ordinary playing
cards. You win Rs.100 if the card is a spade or an ace. What is the probability that you will win the game?Solution
Let S = the event that the card is a spade; and let A = the event that the card is an ace. We know the following: There are 52 cards in the deck. There are 13 spades, so P(S) = 13/52. There are 4 aces, so P(A) = 4/52. There is 1 ace that is also a spade, so P(S ∩ A) = 1/52. Therefore, based on the rule of addition: P(S ∪ A) = P(S) + P(A) - P(S ∩ A) P(S ∪ A) = 13/52 + 4/52 - 1/52 = 16/52 = 4/13
290 Γ 15 Γ· 5 + 34 + 50 = ?Β
What is the value of βxβ if x% of 720 added to {2160 Γ· x of 20} Γ 2 gives 180?
13/3 β (23/6) = ? β (22/9)
The valueof2 of5β 1/2 β[4Γ·2β 1/3 β{3/4β(5β 1/2 β 3/4 )}]is :
182Β β 517Β Γ·Β 11 -Β β361 = ?
(65% of 120) = 25% of ? - 22
√3598 × √(230 ) ÷ √102= ?
What will come in the place of question mark (?) in the given expression?
β64 X 9 Γ· 3 + 12 X 3 = ? + 3635% of 840 + 162Β = ? β 25% Γ 300