U5 Test

Last updated over 4 years ago

12 questions

Library

U5 Test

Last updated over 4 years ago

12 questions

Question 1

Choose the similarity theorem or postulate that allows the triangles to be similar then give the similarity statement. (show your work)

Question 2

Find the value of x using Angle Bisector Theorem (show your work)

Question 3

Solve for x. (Show your Work)

Question 4

Solve for x. (show your work)

Question 5

Solve for x. (show your work)

Question 6

Solve for x and find SQ. (HINT: ZY IS A MIDSEGMENT.)

Question 7

Select the correct order of angles from Smallest to Largest in this Triangle below

L<J<K

J<K<L

KL<JL<JK

L<K<J

Question 8

Order the sides of Triangle ABC from longest to smallest if
In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

C > B > A

AC > BC > AB

AB > AC > BC

BC > AC > AB

Question 9

Tell whether the possible triangle can have sides with the given lengths. (show your work)

10,20,15 (Show your Work)

Question 10

10.

The lengths of two sides of a triangle are 12 inches and 16 inches. Find the range of possible lengths for the third side. (Show your Work)

Question 11

11.

Select the correct option when you compare MS and LS

MS>LS

LS>MS

LS=MS

Not enough Data

Question 12

12.

Select the correct option when you compare Angle A and B

A > B

A = B

B > A

AB = AB

Question 1

Choose the similarity theorem or postulate that allows the triangles to be similar then give the similarity statement. (show your work)

Question 2

Find the value of x using Angle Bisector Theorem (show your work)

Question 3

Solve for x. (Show your Work)

Question 4

Solve for x. (show your work)

Question 5

Solve for x. (show your work)

Question 6

Solve for x and find SQ. (HINT: ZY IS A MIDSEGMENT.)

Question 7

Select the correct order of angles from Smallest to Largest in this Triangle below

L<J<K

J<K<L

KL<JL<JK

L<K<J

Question 8

Order the sides of Triangle ABC from longest to smallest if
In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

C > B > A

AC > BC > AB

AB > AC > BC

BC > AC > AB

Question 9

Tell whether the possible triangle can have sides with the given lengths. (show your work)

10,20,15 (Show your Work)

Question 10

10.

The lengths of two sides of a triangle are 12 inches and 16 inches. Find the range of possible lengths for the third side. (Show your Work)

Question 11

11.

Select the correct option when you compare MS and LS

MS>LS

LS>MS

LS=MS

Not enough Data

Question 12

12.

Select the correct option when you compare Angle A and B

A > B

A = B

B > A

AB = AB

U5 Test

U5 Test

Choose the similarity theorem or postulate that allows the triangles to be similar then give the similarity statement. (show your work)

Find the value of x using Angle Bisector Theorem (show your work)

Solve for x. (Show your Work)

Solve for x. (show your work)

Solve for x. (show your work)

Solve for x and find SQ. (HINT: ZY IS A MIDSEGMENT.)

Select the correct order of angles from Smallest to Largest in this Triangle below

Order the sides of Triangle ABC from longest to smallest if In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

Tell whether the possible triangle can have sides with the given lengths. (show your work)10,20,15 (Show your Work)

The lengths of two sides of a triangle are 12 inches and 16 inches. Find the range of possible lengths for the third side. (Show your Work)

Select the correct option when you compare MS and LS

Select the correct option when you compare Angle A and B

Choose the similarity theorem or postulate that allows the triangles to be similar then give the similarity statement. (show your work)

Find the value of x using Angle Bisector Theorem (show your work)

Solve for x. (Show your Work)

Solve for x. (show your work)

Solve for x. (show your work)

Solve for x and find SQ. (HINT: ZY IS A MIDSEGMENT.)

Select the correct order of angles from Smallest to Largest in this Triangle below

Order the sides of Triangle ABC from longest to smallest if In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

Tell whether the possible triangle can have sides with the given lengths. (show your work)10,20,15 (Show your Work)

The lengths of two sides of a triangle are 12 inches and 16 inches. Find the range of possible lengths for the third side. (Show your Work)

Select the correct option when you compare MS and LS

Select the correct option when you compare Angle A and B

Order the sides of Triangle ABC from longest to smallest if
In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

Tell whether the possible triangle can have sides with the given lengths. (show your work)

10,20,15 (Show your Work)

Order the sides of Triangle ABC from longest to smallest if
In Δ ABC, Angle A = 30, Angle B = 60, Angle C = 90

Tell whether the possible triangle can have sides with the given lengths. (show your work)

10,20,15 (Show your Work)