Answer:
15
Explanation:
We are given that
Number of alpha protein subunits=4
Number of beta protein subunits=2
Total number of protein sub-units=2+4=6
We have to find the number of different arrangements are there.
When r identical letters and y identical letters and total object are n then arrangements are

n=6,r=2,x=4
By using the formula
Then, we get
Number of different arrangements =

Number of different arrangements=

Number of different arrangements=15
Hence, different arrangements are there= 15