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A linear enzyme is formed by four alpha and two beta protein subunits. How manydifferent arrangements are there?

User Chris Lam
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1 Answer

4 votes

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!)/(r!x!)

n=6,r=2,x=4

By using the formula

Then, we get

Number of different arrangements =
(6!)/(2!4!)

Number of different arrangements=
(6* 5* 4!)/(2* 1* 4!)

Number of different arrangements=15

Hence, different arrangements are there= 15

User Richrosa
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