Answer:
(a)
• Fraction: 750/12460
,
• Decimal: 0.06019
,
• Percentage: 6.019%
(b) Experimental
Explanation:
Part A
• The total number of tickets bought = 12 460
,
• The number of prizes awarded = 750 winners
To determine the probability of winning a prize if one ticket was purchased, divide the number of winners by the total number of tickets purchased.

Converting to a decimal:

To obtain the probability as a percentage, multiply the decimal by 100.

Part B
The event of buying the ticket is experimental in nature, thus, the probability calculated is an experimental probability.
Note: Theoretical probabilities are intrinsic in nature, that is, they occur theoretically and are not the result of experiments.