Compute$$dydx for$=(32)232$y$=(3$x$2$x$)23$x$2$

Select one:

a$.$

$2(32)(61)(32)22(3$x$2$x$)(6$x$1)(3$x$2)2$

b$.$

$2(32)(61)(32)2(32)2(32)22(3$x$2$x$)(6$x$1)(3$x$2)2$x$(3$x$2$x$)2(3$x$2)2$

c$.$

$2(32)(32)+2(32)2(32)22(3$x$2$x$)(3$x$2)+2$x$(3$x$2$x$)2(3$x$2)2$

d$.$

$2(32)(61)(32)+2(32)2(32)22(3$x$2$x$)(6$x$1)(3$x$2)+2$x$(3$x$2$x$)2(3$x$2)2$