The term 'non-repairable' refers to products that cannot be repaired after they've broken down or the repair is not cost-effective. Some examples of non-repairable items in daily life are light bulbs, calculators etc.
The reliability of non-repairable items is the likelihood (probability) that an item will survive a given time interval without failing. In this case, we are looking at the probability of the first failure as the item is non-repairable.
The term 'repairable' refers to products that can be repaired economically after breaking down, or the repair costs significantly less than the original price. Examples include a car, washing machine and dishwasher.
The reliability of repairable items is the probability that the failure will not occur in the specified period of interest. Repairable items can have multiple repairs over their period of use.
A common measure of reliability for repairable products is the Mean Time Between Failures (MTBF).