High School Geometry Examples and Practice Questions

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Geometry
High school geometry

Recent questions in High school geometry

nicekikah 2021-08-03

Given $△ A B C \sim △ Q R S$ what is the value of x?

Suman Cole 2021-08-03

Determine the length of x.
Given:

amanf 2021-08-03

Tell which conjecture shows the triangles similar or write not similar if there is not a way to prove them similar.

Similarity Shortcut: ?

Ramsey 2021-08-03

Are the triangles similar? If so, write a similarity statement for the triangles.

vazelinahS 2021-08-02

To prove: If the convex quadrilateral ABCD has opposite sides congruent, then the opposide sides are parallel.
Given:
The given figure is,

Figure-(1)

glamrockqueen7 2021-08-02

Explain why the triangle are similar and write a similarity statement.

a. $∠ A \tilde{=} ∠ B E D and ∠ C \tilde{=} ∠ B D E$ by the Alternate Interior Angles Theorem.
$△ A B C \sim △ E B D$ by AA Similarity.
b. $∠ A \tilde{=} ∠ B D E and ∠ C \tilde{=} ∠ B E D$ by the Corresponding Angles Postulate.
$△ A B C \sim ∠ D B E$ by AA Similarity.
c. $∠ A \tilde{=} ∠ B D E and ∠ C \tilde{=} ∠ B E D$ by the Corresponding Angles Postulate.
$△ A B C \sim △ E B D$ by AA Similarity.
d. $∠ A \tilde{=} ∠ B D E and ∠ C \tilde{=} ∠ B E D$ by the Alternate Interior Angles Theorem.
$△ A B C \sim △ D B E$ by AA Similarity.

Lennie Carroll 2021-08-02

Determine whether the two triangles are similar. If they are, complete the similarity statement.
Select all that apply.
$△ G H I \sim △$ ? by

The triangles are not similar.
$△ G H I \sim △ K L J$
$△ G H I \sim △ J L K$
By SAS similarity
By SSS similarity
By AA similarity

tinfoQ 2021-08-02

A farmer wants to increase the triangular area he has fenced off for his cattle to graze into a larger simialr triangle. Using the information given, determine which (if any) similarity postulate he used in making his new cattle fence similar to his old cattle fence.

A)These triangular fences are not similar. no similarity postulate is possible to prove the two triangles similar
B)SAS similarity postulate
C)SSS similarity postulate
D)AA similarity postulate

Ernstfalld 2021-08-02

Find out if the polygons are similar. Write the similarity ratio and a similarity assertion if that is the case. ABCD, EFGH, and rectangles

vestirme4 2021-08-02

In the diagram, AB=BC=CD=DA
Prove that triangle ADB is congruent to triangle CDB.

facas9 2021-08-02

The triangles are similar. The similarity ratio from A to B is $\frac{4}{5}$ . Solve for x.

preprekomW 2021-08-02

Determine whether the pair of triangles is similar.

a) $△ E D F \sim △ A B C$ . AA
b) $△ E D F \sim △ B C A$ . AA
c) $△ E D F \sim △ A B C$ . ASA
d)There is not enough information to determine similarity.

Bergen 2021-08-01

Determine if the triangles are similar.
If they are, complete the similarity statement and indicate the theorem that proves similarity.
If they are not similar, select "not similar" for both entries.

$△ T U V \sim △$ ? by ?

Braxton Pugh 2021-08-01

Determine whether the polygons to the right are similar. If so, write a similarity statement and give the scale factor. If not, explain.

A.Tes, $△ M N P \sim △ V W X$ . The scale factor is ?.(Type an integer or a simplified fraction.)
B.No, because lengths of corresponding sides are not proportional.
C.Yes, $△ M N P \sim △ X V W$ . The scale facor is ?.(Type an integer or a simplified fraction.)
D.No, because corresponding angles are not congruent.
E.Yes, $△ M N P \sim △ W X V$ . The scale factor is ?.(Type an integer or a simplified fraction.)
F.Yes, $△ M N P \sim △ V X W$ . The scale factor is ?.(Type an integer or a simplified fraction.)

naivlingr 2021-08-01

These two triangles are similar by AA similarity. The ratio of corresponding altitudes is proportional to the ratio of corresponding sides. Find the value of x.

Jaden Easton 2021-08-01

Determine which method ( $\forall \tilde{=} \forall$ , SAS Theorem of Similarity, SSS Theorem of Similarity) proves that the following triangles are similar.

Khadija Wells 2021-08-01

State if the triangle in each pair are similar. If so,complete the similarity statement.

$△ E F G \sim$ ?
-AA similarity: triangle RSE
-Not similar
-SSS similarity: triangle RSE
-SAS similarity: triangle SER

geduiwelh 2021-08-01

ABCD is a square with sides 8 cm long. Two circles each with radius 8 cm are drawn, one with center A and the other with center C.
Find the area of the region inside both circles.

Falak Kinney 2021-08-01

Prove: The phrase $△ A B C \tilde{=} △ E D C$ .

floymdiT 2021-08-01

To find: The name of the triangles which are congruent to each other.
Given:
The given figure is,

Geometry help for high school students is one of the most popular requests online as Geometry always requires examples to learn. It is one of the reasons why high school geometry examples that have been provided will help you find the answers to the most common questions, be it graphs or the use of algebraic equations. If you require help with high school geometry, compare your instructions with the questions that have been shared below. The same relates to high school geometry test questions that are provided with multiple-option examples. Dealing with analytical geometry problems, always focus on word challenges.

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