Answer:
a. A, B, C, D, E, G
b. ABC, CBA, BAC
c. DE, DG, ABC
d. The parallelogram
e. GED, DGE
Step-by-step explanation:
a. They just want all the points that's inside of the parallelogram.
b. On the line, r, there are 3 points, A, B, and C. So, three other possible names could be ABC, CBA, or BAC. This is because there are 3 points on the line and you have to combine them.
c. Rays are just lines that go on forever.
d. M is within the parallelogram but not defining any points, so you can infer that it's defining the parallelogram itself.
e. The triangle before 1 represents the angle. Since 1 is defining DEG, that means you can arrange the letters any way. EDG, GED, DEG, DGE, GDE, and so on. But since the problem asks for only 2, just provide 2 and nothing additional.
Hope this helps! :)
Part (a)
Label the doors A, B, C.
If a person goes through door A, then they have 2 choices (B or C) to pick as an exit. Similarly, if they go through door B, then they have 2 choices for an exit (A or C). Finally, if they go through door C, then they have 2 choices for an exit (A or B).
We have 3 choices for the entrance, and 2 choices for the exit.
So overall, 3*2 = 6 different combinations are possible.
Those 6 combos are
AB, AC, BA, BC, CA, CB
<h3>Answer: 6</h3>
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Part (b)
This is effectively the same as part (a), but we can now re-use the entrance door. For any door we enter, we have 3 choices to pick from for the exit. There are 3 doors, so 3 entrances and 3 exits, meaning 3*3 = 9 different combinations.
Those 9 combos are
AA, AB, AC, BA, BB, BC, CA, CB, CC
<h3>Answer: 9</h3>
Answer:
Step-by-step explanation:
THANK YOU
Answer:
x=8
Step-by-step explanation:
2(x+4) - 10 =14
distribute the 2 2x +8 -10 +14
simplify 2x-2=14
add 2 2x=16
devide by 2 x=8
Answer:
Wait can you explain it better?
Step-by-step explanation:
