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MATH Solutions By PHANI
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#📘ఇంటర్ సైన్స్ & మ్యాథ్స్
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![📘ఇంటర్ సైన్స్ & మ్యాథ్స్ - probabilities of two candidates, A and The B, passing an examination are 3 and = respectively Find the probability that: a) only one candidate will pass; at leost one condidate will poss b) Solution: P(A)=3, a) P(A)=3 P(B)=4 P(B)= 2 P(only one will pass) P(AoB)+P(AoB) (3)x(4)+(3)x(3)= 2 5 12 6) P(at least one candidate will pass) 1- P(none will pass) WITH 1- P(7^B) MATHS PHANEENDRA 1- [(3)(4)] = 1-12 10 ೆ Subscribe| 11/12 probabilities of two candidates, A and The B, passing an examination are 3 and = respectively Find the probability that: a) only one candidate will pass; at leost one condidate will poss b) Solution: P(A)=3, a) P(A)=3 P(B)=4 P(B)= 2 P(only one will pass) P(AoB)+P(AoB) (3)x(4)+(3)x(3)= 2 5 12 6) P(at least one candidate will pass) 1- P(none will pass) WITH 1- P(7^B) MATHS PHANEENDRA 1- [(3)(4)] = 1-12 10 ೆ Subscribe| 11/12 - ShareChat](https://cdn4.sharechat.com/bd5223f_s1w/compressed_gm_40_img_272057_3567d08b_1774313268312_sc.jpg?tenant=sc&referrer=pwa-sharechat-service&f=312_sc.jpg "📘ఇంటర్ సైన్స్ & మ్యాథ్స్ - probabilities of two candidates, A and The B, passing an examination are 3 and = respectively Find the probability that: a) only one candidate will pass; at leost one condidate will poss b) Solution: P(A)=3, a) P(A)=3 P(B)=4 P(B)= 2 P(only one will pass) P(AoB)+P(AoB) (3)x(4)+(3)x(3)= 2 5 12 6) P(at least one candidate will pass) 1- P(none will pass) WITH 1- P(7^B) MATHS PHANEENDRA 1- [(3)(4)] = 1-12 10 ೆ Subscribe| 11/12 probabilities of two candidates, A and The B, passing an examination are 3 and = respectively Find the probability that: a) only one candidate will pass; at leost one condidate will poss b) Solution: P(A)=3, a) P(A)=3 P(B)=4 P(B)= 2 P(only one will pass) P(AoB)+P(AoB) (3)x(4)+(3)x(3)= 2 5 12 6) P(at least one candidate will pass) 1- P(none will pass) WITH 1- P(7^B) MATHS PHANEENDRA 1- [(3)(4)] = 1-12 10 ೆ Subscribe| 11/12 - ShareChat")