What does it mean by saying that there are two number cubes that are used to play a game. Find the number of ways for each outcome to occur and the question is tossing two 3's

What do i do?

A number cube is a die; two number cubes are two dice. Each side of the die has a number of dots -- from 1 to 6.

What is the probability of tossing two dice and have both come up with 3's on top?

How many sides are on a number cube? 6

They are independent events so the there is a total of 6 possible outcomes for each die....
1 / 6 + 1 / 6
That is what I think anyway. Hope it helped.

To find the number of ways for each outcome to occur when tossing two 3's with two number cubes, you need to understand a few basic concepts.

First, let's clarify what is meant by "number cubes." A number cube is simply another term for a standard six-sided die. It has six faces, numbered 1 through 6.

The question asks for the number of ways to get two 3's when tossing two number cubes. This means you want to find all the possible combinations of rolls that result in two 3's.

To solve this problem, you can use the concept of counting. There are two number cubes, and each cube can have six possible outcomes (numbers 1 through 6). Since we are interested in two specific rolls where both cubes show a 3, we need both cubes to land on 3.

To count the number of ways this can happen, you can use a simple multiplication rule. There is only one way for each cube to show a 3, so the total number of ways for both cubes to land on 3 is equal to the number of ways the first cube can show a 3 multiplied by the number of ways the second cube can show a 3.

Since each cube has only one way to show a 3, you multiply 1 by 1, giving you a total of 1 way for both cubes to show a 3 when tossed.

Therefore, there is only one way for the outcome of tossing two 3's with two number cubes to occur.