Final answer:
To solve for z in terms of w, x, and y from the equation W = -xzy, take W and divide it by the product of -xy to isolate and solve for z, giving the solution Z = W / (-xy).
Step-by-step explanation:
To solve for z in terms of w, x, and y given the equation W = -xzy, we'll start by isolating z. We can do this by dividing both sides of the equation by the product of -xy.
To get z on its own, we rearrange the equation to:
Z = W / (-xy)
This gives us z as a function of w, x, and y.
The solution is that z equals the opposite of w divided by the product of x and y. When substituting the respective values for w, x, and y into this equation, we obtain the value of z in fractional form.