The correct option is A −2xz−xy−3y+x
Let the expression to be subtracted from 3xz−4y+5xy+20 be A.
⇒(3xz−4y+5xy+20)−A=(−x−y+6xy+5xz+20)
⇒A=(3xz−4y+5xy+20)−(−x−y+6xy+5xz+20)
Grouping all the like terms together, we get
A=(3xz−5xz)+(5xy−6xy)+(−4y+y)+(x)+(20−20).
⇒A=−2xz−xy−3y+x
Hence, the expression that is to be subtracted from 3xz−4y+5xy+20 is −2xz−xy−3y+x.