Would a triangle with a vertical length of 6 and a horizontal length of 10 have the same slope as the blue and red triangles shown in the graph?

ANSWER CHOICES
A. Yes, the slopes would be the same
B. No, the slope of the new triangle would be 2:4
C. No, the slope of the new triangle would be 2:5
D. No, the slope of the triangle would be 3:5

Please HELP I need help.

Answers for Lesson 5: Slope and Similar Triangles!

1. A
2. C
3. D
4. C
5. D

U2L5: Slope and Similar Triangles

Pre-Algebra

1. 2:3 (A)

2. The slopes of the two triangles are the same. (C)

3. No, the slope of the new triangle would be 3:5 (D)

4. 4-1/1-(-2)=3-(-1)/3-(-1) (C)

5. Determine if the product of their slope is -1 (D)

1. A
2. C
3. D
4. C
5. D

the answers are

1.A
2.C
3.D
4.D

got 100%

The answers for connections academy are:

1.) A
2.) C
3.) D
4.) D

the Answers for Lesson 5: Slope and Similar connecions academy are

1. A
2. C
3. D
4. C
5. D

Tysm Sayaka Miki, 100% ❤

ACDC get it lol the last D had to mess it up smh

I say D because 3/5 is a simplified version of 6/10

thank you sayaka miki

@Sayaka Miki is correct!

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Thx for the cheating help i got 100% 5/5

Thank you very much Sataka Miki

thanks 100%

right

thank you clarification i got 5/5 100% from you thank you

How is 1:A how did you get that. i got B

Clarification was 100%

I got 5/5. I did not know I was in gifted and talented lol. Almost a whole year of school, without knowing??! Next year I know all my classes are for honors

The answers for this lesson -

1 - A = 2 : 3
2 - C = The slopes of the two triangles are the same
3 - D = No, the slopes of the new triangle would be 3 : 5
4 - C = (4-1)/(1 - (-2) = (3 - (-1)/(3 - (-1)
5 - D = determine if the product of their slopes is -1

PS I just finished this assignment and copied the answers so I assure you these are correct.

Please do not share or promote academic dishonesty. It is important to learn and understand the material to succeed in future courses and career paths.

Whoever has 4 question isn't taking the gifted course but whoever has 5 they are.

hmmm. I don' see no steenking triangles!

123bruh is right!! 100% I swear