Certain number of pilots are asked which they prefer more, traveling to Asian countries or to European countries, 27 pilots prefer traveling to Asian countries, 22 prefer traveling to Europe while 13 pilots do not like traveling to Asian countries.
A. Draw a diagram of the given condition
B. How many pilots prefer traveling to either Asian or European countries?
Asian Countries Europe
| |
27 22
| |
------------------------
| |
13 X
| |
In the diagram, the number of pilots who prefer traveling to Asian countries is 27, the number of pilots who prefer traveling to European countries is 22, and the number of pilots who do not prefer traveling to Asian countries is 13. The number of pilots who prefer traveling to European countries but not Asian countries (represented by X) is unknown.
B. To find the number of pilots who prefer traveling to either Asian or European countries, we need to add the number of pilots who prefer traveling to Asian countries and the number of pilots who prefer traveling to European countries:
27 + 22 = 49
Therefore, there are 49 pilots who prefer traveling to either Asian or European countries.
Asian Countries Europe
| |
27 22
| |
------------------------
| |
13 X
| |
In the diagram, the number of pilots who prefer traveling to Asian countries is 27, the number of pilots who prefer traveling to European countries is 22, and the number of pilots who do not prefer traveling to Asian countries is 13. The number of pilots who prefer traveling to European countries but not Asian countries (represented by X) is unknown.
B. To find the number of pilots who prefer traveling to either Asian or European countries, we need to add the number of pilots who prefer traveling to Asian countries and the number of pilots who prefer traveling to European countries:
27 + 22 = 49
Therefore, there are 49 pilots who prefer traveling to either Asian or European countries.
Identity whether the given relation is a Function or Not.
If Relation alone = write R
If it is a Function = write F
1. Ordered pairs (x,y)1,2),(3,5),(5,-2),(3,6),(10,15),(7,0)
2. A parabola opening to the right
3. A circle
4. A line sloping upward right
5. The relation described by the equation y=/x/
6. The relation described by the equation y²=5x-3y
7. An ellipse
8. A parabola opening downward
9. Ordered pairs (x,y)1,3),(2,3),(5,3),(-12,3)
10. The relation described by the equation y=√x+5
Identity whether the given relation is a Function or Not.
If Relation alone = write R
If it is a Function = write F
1. Ordered pairs (x,y)1,2),(3,5),(5,-2),(3,6),(10,15),(7,0)
2. A parabola opening to the right
3. A circle
4. A line sloping upward right
5. The relation described by the equation y=/x/
6. The relation described by the equation y²=5x-3y
7. An ellipse
8. A parabola opening downward
9. Ordered pairs (x,y)1,3),(2,3),(5,3),(-12,3)
10. The relation described by the equation y=√x+5
Asian Countries Europe
| |
27 22
| |
------------------------
| |
13 X
| |
In the diagram, the number of pilots who prefer traveling to Asian countries is 27, the number of pilots who prefer traveling to European countries is 22, and the number of pilots who do not prefer traveling to Asian countries is 13. The number of pilots who prefer traveling to European countries but not Asian countries (represented by X) is unknown.
B. To find the number of pilots who prefer traveling to either Asian or European countries, we need to add the number of pilots who prefer traveling to Asian countries and the number of pilots who prefer traveling to European countries:
27 + 22 = 49
Therefore, there are 49 pilots who prefer traveling to either Asian or European countries.
Certainly! Here is the redrawn diagram of the given condition:
Code:
Asian Countries: 27
-------------------
Europe: 22
-------------------
Not Asian Countries: 13
In the diagram, the number of pilots who prefer traveling to Asian countries is 27, the number of pilots who prefer traveling to European countries is 22, and the number of pilots who do not prefer traveling to Asian countries is 13.