Answer:
The mass of element after decay at the rate of 28.6% is 2.2 grams
Explanation:
Given as :
The mass of element = 490 grams
The decay rate is 28.6 % per minute
The time period = 16 minutes
Let The mass of element after decay = m
Now,
The mass after T minutes = Initial mass of element ×

The mass after T minutes = 490 grams ×

Or, The mass after T minutes = 490 grams × 4.562 ×

Or, The mass after T minutes = 2.235 grams
Hence The mass of element after decay at the rate of 28.6% is 2.2 grams Answer