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Classifying Triangles in the Coordinate Plane

Classifying Triangles in the Coordinate Plane

Assessment

Presentation

Mathematics

9th - 12th Grade

Hard

CCSS
4.G.A.2, 6.G.A.3, HSG.CO.B.7

+3

Standards-aligned

Created by

Alina Sanchez Mederos

Used 2+ times

FREE Resource

2 Slides • 24 Questions

1

Classifying Triangles in the Coordinate Plane

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2

3

Fill in the Blank

Type answer...

4

Fill in the Blank

Type answer...

5

Open Ended

Given the coordinates, determine if ΔPQR and ΔXYZ are congruent. If they are congruent, explain your reasoning & write the congruency statement.
  P(7, 1), Q(4, 9), R(2, 5)P\left(-7,\ -1\right),\ Q\left(4,\ 9\right),\ R\left(-2,\ -5\right)  and  X(11, 4), Y(0, 6), Z(1, 3)X\left(-11,\ 4\right),\ Y\left(0,\ -6\right),\ Z\left(-1,\ 3\right)  

6

Open Ended

Given the coordinates, determine if ΔABC and ΔDEF are congruent. If they are congruent, explain your reasoning & write the congruency statement.

 A(2, 8), B(5, 2), C(7, 3)A\left(2,\ -8\right),\ B\left(-5,\ -2\right),\ C\left(-7,\ 3\right)  and  D(9, 7), E(11, 12), F(2, 1)D\left(-9,\ 7\right),\ E\left(-11,\ 12\right),\ F\left(-2,\ 1\right)   

7

Multiple Choice

An acute triangle has __________ angles that each measure less than 90°.

1

one

2

two

3

three

4

four

8

Multiple Choice

An isosceles triangle has _________ equal sides.

1

one

2

two

3

three

4

four

9

Multiple Choice

A right triangle has one angle that measures _______ and two acute angles.

1

90°

2

less than 90°

3

more than 90°

4

180°

10

Multiple Choice

An ____________ triangle has three equal sides.

1

isosceles

2

equilateral

3

scalene

11

Multiple Choice

An obtuse triangle has one angle that measures _____________ 90°.

1

less than

2

exactly

3

more than

12

Multiple Choice

A _________ triangle has no equal sides.

1

scalene

2

isosceles

3

equilateral

13

Multiple Choice

If a triangle has all angles less than 90° and two equal sides, what type of triangle is it?
1
Acute Isosceles
2
Acute Scalene
3
Obtuse Scalene
4
Obtuse Isosceles

14

Multiple Choice

If a triangle has one angle greater than 90° and no equal sides, what type of triangle is it?
1
Acute Isosceles
2
Acute Scalene
3
Obtuse Scalene
4
Obtuse Isosceles

15

Multiple Choice

If a triangle has all three angles equivalent and all three sides equivalent, what type of triangle is it?
1
Acute Isosceles
2
Equilateral
3
Obtuse Scalene
4
Obtuse Isosceles

16

Multiple Choice

If a triangle has one angle exactly 90° and two equal sides, what type of triangle is it?
1
Right Isosceles
2
Acute Scalene
3
Obtuse Scalene
4
Obtuse Isosceles

17

Multiple Choice

Question image

Which type of triangle is pictured?

1

A

2

B

3

C

4

D

18

Multiple Choice

Question image

Which type of triangle is pictured?

1

A

2

B

3

C

4

D

19

Multiple Choice

A triangle with 3 congruent sides is called a(n) ______

1

Isosceles Triangle

2

Equilateral Triangle

3

Obtuse Triangle

4

Irregular Triangle

20

Multiple Choice

A scalene triangle has _____

1

3 different angle names

2

no congruent sides

3

all sides congruent

4

3 congruent angles

21

Multiple Choice

An equiangular triangle has at least ____ congruent angles

1

4

2

3

3

2

4

0

22

Multiple Choice

In an Isosceles triangle, the side that is opposite the vertex angle is called the _______

1

base

2

leg

3

hypotenuse

4

longest side

23

Multiple Choice

If a triangle with vertices of (-3,0), (0,3), (3,0), classify it by its sides.

1

Isosceles

2

Scalene

3

Equilateral

4

Obtuse

24

Multiple Choice

Question image

Points G, H, and I are plotted on the coordinate grid. What is the perimeter (in units) of the triangle that they form?

1

16.64

2

39.64

3

126

4

63

25

Multiple Choice

Given that P(-4, -2), Q(-2, 2) and R(5, 1) are vertices of a triangle, calculate the perimeter and classify the triangle.

1

21.1, Isosceles

2

21.1, Scalene

3

24.3, Scalene

4

24.3, Equilateral

26

Multiple Choice

Question image

Calculate the length for each side of the triangle.

1

AB = 3.6, BC = 4.5, AC = 4.1

2

AB = 4.1, BC = 5.6, AC = 7.5

3

AB = 4.5, BC = 3.6, AC = 4.1

4

AB = 4.1, BC = 3.6, AC = 4.5

Classifying Triangles in the Coordinate Plane

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