Question

IfP2(k+1) z represents a probability in a card game, which represents the equation when solved for z, where k is a constant, z is a variable, k> 0, and z>0?

Show ALL steps of work to solve for "x

Answer 1

To solve for z in the equation P2(k+1)z, divide both sides of the equation by P2(k+1) to isolate z. The equation to solve for z is z = 1 / P(k+1).

To solve for z in the equation P2(k+1)z, we need to isolate z.

First, divide both sides of the equation by P2(k+1) to get z = 1 / P2(k+1).

Since k is a constant and k > 0, we can simplify the equation to z = 1 / P(k+1).

Since z > 0, we can conclude that the equation to solve for z is z = 1 / P(k+1).