{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

1

List the angles in order from least to greatest.

1

List the angles in order from least to greatest.

I, H, G

G, H, I

G, I, H

H, I, G

1

List the angles in order from least to greatest.

D, F, E

F, D, E

F, E, D

D, E, F

1

List the sides in order from shortest to longest.

AB, BC, AC

AC, AB, BC

AB, AC, BC

BC, AC, AB

1

List the sides from shortest to longest.

EF, DE, DF

EF, DF, DE

DF, DE, EF

DE, EF, DF

1

List the sides from shortest to longest.

GH, GI, HI

GI, GH, HI

GI, HI, GH

GH, HI, GI

1

List the sides from longest to shortest.

AC, AB, BC

BC, AB, AC

AB, AC, BC

BC, AC, AB

1

List the angles from greatest to least.

F, E, D

D, E, F

F, D, E

D, F, E

1

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.
What is the correct order of the lengths of the streets from longest to shortest?

Pine, Taylor, Rector

Rector, Taylor, Pine

Rector, Pine, Taylor

Taylor, Pine, Rector

1

Part of a marching band formed a triangle with trumpet players on one side, clarinet players on one side, and flute players on the third side.
· The angle formed by the trumpet and flute players measured 45˚.
· The angle formed by the flute and clarinet players measured 68˚.
Which orders the sides of this triangle from least to greatest using the instrument names?
Hint: Draw a picture.

Clarinet, Trumpet, Flute

Clarinet, Flute, Trumpet

Trumpet, Flute, Clarinet

Flute, Trumpet, Clarinet

G.5 Triangles Inequality - Sides & Angles from Least to Greatest

G.5 Triangles Inequality - Sides & Angles from Least to Greatest

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the sides in order from shortest to longest.

List the sides from shortest to longest.

List the sides from shortest to longest.

List the sides from longest to shortest.

List the angles from greatest to least.

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.
What is the correct order of the lengths of the streets from longest to shortest?

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the sides in order from shortest to longest.

List the sides from shortest to longest.

List the sides from shortest to longest.

List the sides from longest to shortest.

List the angles from greatest to least.

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.
What is the correct order of the lengths of the streets from longest to shortest?

G.5 Triangles Inequality - Sides & Angles from Least to Greatest

G.5 Triangles Inequality - Sides & Angles from Least to Greatest

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the sides in order from shortest to longest.

List the sides from shortest to longest.

List the sides from shortest to longest.

List the sides from longest to shortest.

List the angles from greatest to least.

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.What is the correct order of the lengths of the streets from longest to shortest?

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the angles in order from least to greatest.

List the sides in order from shortest to longest.

List the sides from shortest to longest.

List the sides from shortest to longest.

List the sides from longest to shortest.

List the angles from greatest to least.

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.What is the correct order of the lengths of the streets from longest to shortest?

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.
What is the correct order of the lengths of the streets from longest to shortest?

Pine Street, Rector Street, and Taylor Street intersect to form a triangular-shaped park as shown.
What is the correct order of the lengths of the streets from longest to shortest?