Title: Lesson 24
Course: quiz duplicate error

Q: The length of [Image] is shown. What other length can you determine for this diagram?
[Image]
- EF = 12
- DG = 12
- DF = 24
- No other length can be determined.
A: EF = 12

Q: Which statement can you conclude is true from the given information?

Given: [Image] is the perpendicular bisector of [Image]
[Image]
- AJ = BJ
- [Image] is a right angle.
- IJ = JK
- A is the midpoint of [Image].
A: IJ = JK

Q: Which statement is not necessarily true?

Given: [Image] is the perpendicular bisector of [Image]
[Image]
- DK = KE
- [Image]
- K is the midpoint of [Image].
- DJ = DL
A: DK = KE

Q: Where can the perpendicular bisectors of the sides of a right triangle intersect?
I. inside the triangle
II. on the triangle
III. outside the triangle
- I only
- II only
- I or II only
- I, II, or II
A: II only

Q: Given: [Image] is the perpendicular bisector of [Image] If angle AJK=5x+10 solve for x.
[Image]
- 90
- 20
- 16
- 18
A: 16

Q: Given: [Image] is the perpendicular bisector of [Image] If IJ=3x+6 and JK=5x-24 solve for x.
[Image]
- 15
- 10
- 16
- 14
A: 15

Q: Given: [Image] is the perpendicular bisector of [Image] If IJ=x+5 and JK=2x-7 solve for x and JK.
[Image]
- x=12 JK=17
- x=7, JK=12
- x=4, JK=9
- x=2, JK=7
A: x=12 JK=17

Q: Given: [Image] is the perpendicular bisector of [Image] If <AJI=5x solve for x.
[Image]
- 19
- 18
- 17
- 16
A: 18