Subjects

Geometry

Similar & congruent triangles

Proving relationships using similarity

U6L5 Parallel Lines and Proportional Parts Answer Key and Examples

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<h2 id="determineifstisparalleltopr">Determine if ST is parallel to PR</h2>
<p>20<br />
35<br />
32<br />
30<br />
52.5<br />
7x-11<br />

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Determine if ST is parallel to PR

20
35
32
30
52.5
7x-11
4x-2

Solve for x

25
48
60
20
yes
2x+68
32
15400
25:300
25x=1440
4.20
33
57
41.8
2x+6
52.5
30x+90=420
x=57.6
30x=330
x=11
T 33

Unit 6: Similar Triangles Homework 5: Parallel Lines & Proportional Parts

Solve for x
1.
3.
5.
32
24
16
36
20
2x+4
Find CE
9
32=24
x
x+5
30
x+7
6
24x=288
x=12
20
16
4
2x+4
30
x+5
20x+100=480
20x=380
x=191
x-5
14
4x+28=6x+12
16=2x
x=8
3
x+7
2x+3
2
4

Explanation

This input was a jumble of numeric equations and directions. By organizing the content into different sections and paragraphs, it becomes easier to understand. The numbers and equations are now grouped under relevant headings, which helps in comprehending the text. The keyword usage is higher in the output text as requested.

Summary - Geometry

Topic: Unit 6: Similar Triangles Homework 5: Parallel Lines & Proportional Parts
Determine if ST is parallel to PR using given numbers 20, 35, 32, 30, 52.5, 7x-11, 4x-2
Solve for x using numbers 25, 48, 60, 20, and equations 2x+68, 32, 15400, 25:300, 25x=1440
Find CE using numbers 9, 32, 24, x, x+5, 30, x+7, 24x=288, x=12, 20, 16, 4
Explanation: The input text was a mix of equations and directions, organized into sections for easy understanding. Try using U6l5 parallel lines and proportional parts answer key, U6l5 parallel lines and proportional parts pdf, and U6l5 parallel lines and proportional parts example for more info.

Uploaded by Bianca Stratford

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Frequently asked questions on the topic of Geometry

Q: Is ST parallel to PR? If so, what is the value of x?

A: ST is parallel to PR because the given angles are corresponding angles, and their measures are equal. The value of x is 33.

Q: What is the value of CE in the given scenario?

A: The value of CE is x+5.

Q: Solve for x in the equation 4x+28=6x+12.

A: The value of x is 8.

Q: What are the measures of the corresponding angles in the given scenario?

A: The measures of the corresponding angles are 20, 32, and 30.

Q: Solve for x in the equation 20x+100=480.

A: The value of x is 19.

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U6L5 Parallel Lines and Proportional Parts Full Solutions