You may use your notes/formative notes/videos to help you answer these questions. Please be sure to show your work FOR ANY PARTIAL CREDIT!!
You may use your notes/formative notes/videos to help you answer these questions. Please be sure to show your work FOR ANY PARTIAL CREDIT!!
Required
5
Required
5
Required
5
Required
5
Required
5
Required
5
5
Required
5
Required
5
Required
5
Required
10
Required
10
Required
10
Required
10
Required
10
Question 1
1.
Question 2
2.
Question 3
3.
Question 4
4.
Question 5
5.
5. Write the equation for the circle shown on the graph below? **SHOW ALL YOUR WORK FOR FULL CREDIT!**
Question 6
6.
6. Write the equation for a circle with a center located at (-2, 2) and a circumference of 16π? **SHOW ALL YOUR WORK FOR FULL CREDIT!**
Question 7
7.
7. Write an equation for a circle in standard form with a center at (-6, 5) and passes through the point (-11, 3). **SHOW ALL YOUR WORK FOR FULL CREDIT!**_______
Question 8
8.
Question 9
9.
Question 10
10.
Question 11
11.
Question 12
12.
Question 13
13.
Question 14
14.
Question 15
15.
1. Find the diameter of a circle with an area of 283.53 square inches. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
16
34
146
19
92
94.25
37.43
140
24
2. Find the circumference of a circle with an area of 706.86 square meters. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
16
34
146
19
92
94.25
37.43
140
24
3. What is the equation of a circle with a center located at (4, -1) and a radius of 9? **SHOW ALL YOUR WORK FOR FULL CREDIT!**
A
B
C
D
4. Which of the following correctly gives the center and radius of the circle defined by the equation (x – 7)^2 + (y – 2)^2 = 10? **SHOW ALL YOUR WORK FOR FULL CREDIT!**
C
A
D
B
8. Which statement regarding the equation below is true? **SHOW ALL YOUR WORK FOR FULL CREDIT!**
A. It has a center at (-5, 3).
C. It has an area of 36π square units.
D. It has a center at (-2, -3).
B. It has a diameter of 18 units.
9. Find the value of x. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
7
51
204
44
11.2
9
5
18
102
27.12
140
10. Find the perimeter of ∆GHI. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
44
27.12
11.2
102
18
204
140
5
7
51
9
11. If marc J I = (3x + 2)°, m arc HLK = (15x – 36)°, and m∠HMK = (8x – 1)°, find marc HLK. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
102
140
9
7
51
18
44
27.12
5
11.2
204
12. If marc AD = (17x + 2)°, marc AC = (7x – 10)°, and m∠ABC = (4x + 15)°, find m∠ABC. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
7
5
27.12
140
204
11.2
9
102
44
18
51
13. Find YZ.**SHOW ALL YOUR WORK FOR FULL CREDIT!**
140
11.2
102
7
44
18
27.12
51
204
5
9
14. Find RT. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
102
11.2
140
204
7
51
18
27.12
5
44
9
15. Find KL. **SHOW ALL YOUR WORK FOR FULL CREDIT!**
