Answer:
0.15
Explanation:
Given

Represent the probability of pulling out silver with p; So:

Required
Determine the probability of not pulling silver
This question is to test probability complements
And the complement rule of probability states that:

Where q and p are opposites. In other words:
q = probability of not pulling out silver
Substitute 0.85 for p in


Make q the subject


Hence, the required probability is 0.15