Answer: The required probability is

Step-by-step explanation: Given that in a shipment of toys from a manufacturer, where
the probability that a toy is defective is

We are to find the probability that both toys are defective, if Marie selects 2 toys from a shipment.
Since the events of selecting toys from a shipment are independent of each other,
therefore, the required probability that both toys are defective, if Marie selects 2 toys from a shipment will be

Thus, the required probability is
