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100

JL has coordinates J(-6, 1) and L(-4, 3). Find the coordinates of the midpoint. 

(-5, 2)

100

These lines all intersects at the circumcenter.

What are Perpendicular Bisectors

100

CD has coordinates C(-9, 2) and D(5, -4). Find the distance of CD.


CD = 15.2

100

Complete the proof:

1. Given

2. Corresponding Angles

3. Given

4. Angle-Angle-Side

100

Given ΔJKL, find m∠L.

  

47°

200

∠A and ∠B form a linear pair. If m∠A = (6x-19)°  and m∠B = (11x - 22)°, find m∠B.

121°

200

Classify the triangle center


What is an INCENTER

200

If K is the midpoint of JL, and 

JK = 8x + 11 and KL = 14x -1, Find JL.

JL = 54

x = 2

200

In ΔDEF, DE = 29 feet, EF = 26 feet, and DF = 32 feet. What is the order of angle measures from largest to smallest?

 

∠E, ∠F, ∠D

200

Which of the following side lengths could form a triangle? List all that apply.

A. 7, 7, 15

B. 21, 24, 43

C. 16, 14, 9

D. 16, 3, 8

E. 10, 21, 11

F. 32, 35, 39

B, C, F

300

Which pair of lines must be parallel?

and r

300

Classify the triangle Center:


What is a CENTROID

300

If B lies on a line between points A and C...

AB = 3x - 5 and BC = x - 1 and AC = 7x - 27, 

Find X

x = 7

300

A triathlon event in which participants run, bike, and swim certain distances is mapped out in a triangle as shown below. 

Which distance (swim, bike, run) is the longest?


Swim

300

Given XZ bisects ∠WXY and ∠WZY. 

  

Angle-Side-Angle (ASA)

400

If a ∥ b, find the value of x

x = 18

400

Find AE. 

G is the centroid of triangle ABC if  AG = 42


63

400

Find DE  (Mrs. Coffey will draw the picture)

DE = 4x+1

AB = 11x-25

x = 9;  DE = 37
400

Jasmine is making a triangular garden Two sides of the garden measure 6 feet by 11 feet. What is the range of possible lengths, in feet, for the third side, x, of the garden?


5 < x < 17

400

Which pair of triangles cannot be proven congruent?

D

500

If c ∥ d, which statement must be true?

A. ∠1 ≅ ∠16

B. ∠7 ≅ ∠10

C. m∠14 + m∠15 = 180°

D. m∠6 + m∠10 = 180°  


D

500

Find EH.  

H is the circumcenter of triangle BCD, 

BC = 18 and HD = 14.


10.7

500

 Mrs. Coffey will draw this one

<1 = (11x-2)

<2 = (9x+1)

<3 = (19x+3)

x = 4

500

If the angles of triangle RST:

m< R=(9x-2); m< S=(4x+36); and m<T=(5x+20)

list the side lengths in order from SHORTEST to LONGEST.

 

RS, ST, RT

 

500

What piece of information would prove ΔACE ≅ ΔBDE by Side-Angle-Side?

E bisects AB and CD