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A series of exercises related to probability and sample space, focusing on the fundamental concepts of probability, sample space, and events. It includes examples involving coin tosses, dice rolls, and card draws, illustrating how to calculate probabilities and identify favorable outcomes. The exercises are suitable for high school students learning about probability and statistics.
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Rolling of a dice.
DHaustng a cand from a pack of well shuffled candS.
Possible
Adice s (^) nolled
TuoÏ (^) dice (^) aHe
pously Pato hi JannKaani o outcomes
Red cands :a Spade candS : 13
Heant ca^ nds^ I Digmond Cands Black cands = a6 |No Face Cands = 40
Event favourable outco mes Outcomes Example i too the Coins aHe protability tall COmes Yotal t0ssed = favounable outconmes 3 (H,H)(T,T)Hr) (TH)
toesed , Find of atleast one P(atleast^ one^ tail)^ = 3 Whese, P (5uccess) + P(Failune) * s Yotal caHds 5 favounable V favounable 4LP:- A aMd is dnauon at a well shuffled deck (^52) playin 4
(0) Fav0unable outrome e possible Han Bm^ fMom Outcome y Gut come = 44 P(A cand^ of^ spade^ on^ an^ ace) =^ s|^ 6s1-1/ pA black king) = a| 62 26 P(Netthen a Jack non RIng) = 4l62 13 - |1/ =44|g29 1/ Camds Cind probabi lity that the cand () PCNetther a king norn queen)