Answer:
Sample Space:
1. (real, white)
2. (real, silver)
3. (real, gold)
4. (real, purple)
5. (fake, white)
6. (fake, silver)
7. (fake, gold)
8. (fake, purple)
Step-by-step explanation:
Nour and Rana each created a display to represent the sample space of randomly picking a type of tree and a color for the ornaments.
Whose display correctly represents the sample space?
We are not given their sample space but still you can compare the sample space you have with this one to find out whether it is correct or not.
There are 2 different types of Christmas trees
1. Real
2. Fake
There are 4 different types of colors for the ornaments
1. white
2. silver
3. gold
4. purple
The sample space is the set of all the possible outcomes of an experiment.
Then all of the possible outcomes are:
1. (real, white)
2. (real, silver)
3. (real, gold)
4. (real, purple)
5. (fake, white)
6. (fake, silver)
7. (fake, gold)
8. (fake, purple)
Therefore, there are total 8 possible outcomes.
Note: If your sample space matches with this one then it is correct otherwise it is not correct.
Answer:
Step-by-step explanation:
Solving (1):
Express as a unit ratio
This implies that, the second term must be 1. So, divide by 4
Solving (2):
Let the number be x.
x or equal to -3 means:
x or equal to 0 means:
So, we have:
and
Rewrite as:
and
Write together:
So a parallel line is were the lines never meet but the perpendicular line meet at a right angle