The coefficient of a^4b^3c^2d in the expansion of [a+b+c+d]^10 is
Answers
Answered by
0
Step-by-step explanation:
Divide by abcd inside the bracket to get to a simplification
(abcd)10(a−1+b−1+c−1+d−1)10
Thus you need to search for powers 2,6,1,1 of a−1,b−1,c−1,d−1 respectively to get the original expression.
The answer is given by multinomial theorem is :
10!2!6!1!1!
i try my self so anything ask me
Similar questions