Determine the terms and degree of the polynomial. 3n4 - 7n3 - n2 - 8n - 10
A. Terms: 3n4, 7n3, n2, 8n, 10; degree: 4
B. Terms: 3n4, -7n3, -n2, -8n, -10; degree: 4
C. Terms: 3n4, 7n3, n2, 8n, 10; degree: 5
D. Terms: 3n4, -7n3, -n2, -8n, -10; degree: 10
Answer: B
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Evaluate and simplify completely. Write your answer as a mixed number if possible.
÷ 4
A. 
B. 
C. 33
D. 
Round the following to the nearest ten, nearest hundred, and nearest thousand.6894
A.
| Ten | 6900 |
| Hundred | 6900 |
| Thousand | 7000 |
B.
| Ten | 6890 |
| Hundred | 6800 |
| Thousand | 7000 |
C.
| Ten | 6890 |
| Hundred | 6900 |
| Thousand | 7000 |
D.
| Ten | 6900 |
| Hundred | 6800 |
| Thousand | 6000 |
Use the relation's graph to determine its domain and range.
- 
= 1 
A. Domain: (-?, ?) Range: (-?, -3] or [3, ?) B. Domain: (-?, -3] and [3, ?) Range: (-?, ?) C. Domain: (-?, ?) Range: (-?, -3] and [3, ?) D. Domain: (-?, -3] or [3, ?) Range: (-?, ?)
In the figure, AB || DC and ?B ? ?D. Prove that AD || BC
Prove the following statements using either a paragraph proof or a two-column proof. Be sure to justify your conclusions.
