Answer:
Part a)
Time period of spring block system is

Part b)
Frequency of spring block system is

Step-by-step explanation:
As we know that the time period of spring mass system is given as

now we have
M = 12 kg
k = 2200 N/m
now we have


Part b)
As we know that time period of spring block system is inversely dependent on the frequency
so we have


