If the probability of landing on a certain color is p, write an expression for the probability of not landing on that color or the complement. Suppose the probability of p is 1/4. Solve the expression and explain their relationship.
The wheel has 4 colors:
2 parts a red
2 are blue
3 are green
1 is yellow
3/4 75%
If you count the ones that are not that color and add the whole total of the colors you will get your fraction which will help you figure out what your expression is
Going to be.#lovebeingsmart#+😆😆😌😌problem solved
p' = 1-p
that should get you started.
To find the probability of not landing on a certain color, we subtract the probability of landing on that color from 1, since the sum of all probabilities must be equal to 1.
Let's suppose the probability of landing on a certain color, denoted as p, is 1/4.
The probability of not landing on that color can be expressed as (1 - p).
Since p = 1/4, the probability of not landing on the color is (1 - 1/4) = 3/4.
In this case, if the probability of landing on a certain color is 1/4, then the probability of not landing on that color is 3/4.
This relationship implies that the sum of the probabilities of landing on a certain color and not landing on that color is equal to 1, since they are complementary events.