The probability that a new railway bridge will get an award for its design is 0.48, the probability that it will get an award for the efficient use of materials is 0.36, and that it will get both awards is 0.2. What is the probability, that
(i) it will get at least one of the awards
(ii) it will get only one of the awards.

The probability that a new railway bridge will get an award for its design is 0.48 , the probability that it will get an award for the efficient use of materials is 0.36 , and that it will get both awards is 0.2 . What is the probability , that (i) it will get at least one of the two awards (ii) it will get only one of the awards.

The probability that a new railway bridge will get an award for its design is 0.48, the probability that it will get an award for the efficient use of materials is 0.36, and that it will get both awards is 0.2. What is the probability, that it will get atleast one of the two awards (in) it will get only one of the awards.

The probability that a new railway bridge will get an award for its design is 0.48, the probability that it will get an award for the efficient use of materials is 0.36, and that it will get both awards is 0.2. What is the probability, that (ii) it will get only one of the awards.

The probability that a new ship will get an award for its design is 0.25, the probability that it will get an award for the efficient use of materials is 0.35 and that it will get both awards is 0.15. What is the probability that (i)) it will get atleast one of the two awards (ii) it will get only one of the awards?

The probability that a new car will get an award for its design is 0.25 , the probability that it will get an award for efficient use of fuel is 0.35 and the probability that it will get both the award is 0.15. Find the probability that (i) it will get atleast one of the two awards (ii) it will get only one of the awards

The probability that student will get an reward for sports is 0.38 and another award for studies is 0.42 and the probability of getting both award is 0.2. Find the probability that (i)he will get atleast one award,(ii)he will get only one of the reward.

The probability that a preparation for competitive examination will get a State Government service is 0.12. the probability that she will get Central Government job is 0.25, and the probability that she will get both is 007 Find the probability that she will get atleast one of the two jobs (1) she will get only one of the two jobs.

The probability that Mr Anand will get a job in Govt. service is .52, the probability of getting a job in private service is .43 and in both 0.24. Find the probability that (i)he will get atleast one of these two jobs. (ii)he will get only one of the two jobs.

The probability that a boy will get a scholarship is 0.7 and that another boy will get is 0.8. What is the probability that atleast one them will get scholarship.