Write a Python function binom_product that takes integer arguments a and b and positive integer argument n and returns the product of the coefficients in the expansion of (ax+by)n

.

Example: Let a=2

, b=1, and n=3

. Then

(2xy)3=8x312x2y+6xy2y3

The product of the expansion coefficients is 81261=576

Notes: There are two visible test cases and three hidden test cases. Integers a

and b will satisfy 10a,b10 and integer n will satisfy 1n10.

Write a Python function binom_product that takes integer arguments a and b and positive integer argument n and returns the product of the coefficients in the expansion of ax +by) Example: Let a = 2, b =-1, and n-3. Ten The product of the expansion coefficients is 8 -12 6 -1-576 Notes: There are two visible test cases and three hidden test cases. Integers a and b will satisfy -10 s a, b s 10 and integer n will satisfy 1 s n s 10. For example: Test print (round(binom_product (2,-1,3))) Result 576 Write a Python function binom_product that takes integer arguments a and b and positive integer argument n and returns the product of the coefficients in the expansion of ax +by) Example: Let a = 2, b =-1, and n-3. Ten The product of the expansion coefficients is 8 -12 6 -1-576 Notes: There are two visible test cases and three hidden test cases. Integers a and b will satisfy -10 s a, b s 10 and integer n will satisfy 1 s n s 10. For example: Test print (round(binom_product (2,-1,3))) Result 576