# Ch. 1 Test Honors

```Name____________________________________
Period__________
Geometry Honors Chapter 1
Date___________
SCORE
Multiple Choice: Circle the best answer. Write the letter on the line provided. (5 points each)
⃡
_____1. Name the plane that contains
A. Plane R
D. Plane C
B. Plane ACR
E. Plane WC
C. Plane ACT
F. None of the Above
_____2. K is the midpoint of JL .
A. JK = 1, KL = 1,
B. JK = 12, KL = 12,
C. JK = 18, KL = 18,
D. JK = 6, KL = 12,
E. JK = 6, KL = 6,
F. None of the Above
JK  6 x and KL  3x  3 . Find JK, KL and JL.
JL = 2
JL = 6
JL = 36
JL = 12
JL = 12
_____3. The map shows a linear section of Highway 10. Today, Mr. Mesick and Mr. Paddock plan to
drive 360 miles from St. Paul, S, to Jasper, J. They will stop for lunch in Riverwood, R, which
is at the midpoint of the trip. If they have already traveled 55 miles this morning, how much
farther do they need to travel before they stop for lunch?
A.
B.
C.
D.
E.
F.
180 miles
125 miles
270 miles
145 miles
305 miles
None of the Above
_____4. If m  A = (4x + 2)˚, what is the measure of the complement of  A?
A. 90˚
D.
180˚
B. (178 – 4x)˚
E.
(4x + 92)˚
C. (88 – 4x)˚
F.
None of the Above
5. Choose one of the following words to define.
Angle Bisector
Linear Pair
Midpoint
6. Tell whether the statement is always, sometimes, or never true. Explain your reasoning.
Statement: If two angles are complementary then they form a right angle.
Free-Response: 10 points each/part
7. Given mABC  94, find mCBD.
A
D
•
(3x + 15)˚
•
B
•
(x + 7)˚
7.
8.
•C
9.
10a.
8. Given  bisects ∠. Find ∠.
A
D
• (4x)˚
•
(3x + 6)˚
•
B
10b.
•C
̅̅̅ and the midpoint of XY
̅̅̅ are S(–5, 0) and T(3, 2).
̅̅̅̅. The endpoints of ST
9. Point W is the midpoint of ST
The coordinates of point X are (–4, 3). Find the coordinates of point Y. Explain how you got your
10. Caliyaah is traveling to Peru for her summer vacation. She looks at a map of the path of her flight.
Her plane leaves from Georgia, located at (5, 16) on the map’s coordinate grid, makes a stop at the
halfway point, Panama and then heads to its destination, Peru, located at (7, 8) on the map’s
coordinate grid.
a. Find the location of Panama on Caliyaah’s map.
b. Each unit on the grid represents 350 miles, find the total distance the plane travels to the nearest
mile.
Word Problem Strategy Guide (20 points)
11. Tony walks from point A to point B and then from point B to
point C as shown in the diagram. How many feet could he
have saved by walking on the diagonal sidewalk from point A
The distance between consecutive grid lines represents 4 feet.
Given
(2 pts)
Find/Prove
Unknown*
(2 pts)
Equation
(3 pts)
Solve problem
(10 pts)