Question

the slopes of lm and both 0 what can you conclude about the segments
The segments are parallel.
The segments are congruent.
The segments are vertical.
The segments are rays.

Answer 1

the slopes of l and m are both 0
is this your question?

Answer 2

if gradient is same it means its parallel

Answer 3

first of all
what does the "slope" imply the definition

Slope the non mathematically definition

Answer 4

no my question is the slopes of LM and HN both equal 0.What can you conclude about the segments? the answer they give me is The segments are parallel.
The segments are congruent.
The segments are vertical.
The segments are rays.

Answer 5

ok
but my second question remains
what does the non mathematical definition of slope mean

Answer 6

slope is everywhere in my maths book :/
means Be inclined from a horizontal or vertical line; slant up or down.

Answer 7

I should say 2 years ago maths book and anyways im from australia and they use that term often :/ lol

Answer 8

it should be denoting some sort of inclination

Answer 9

then to the mathematical term
it notes " rise over run"

Answer 10

thank guys

Answer 11

but your question makes it much simpler
having it given that
both the lines are "EQUAL" to 0 slope

i can assume you studied different kinds of lines
perpendicular, parallel, vertical etc

Answer 12

but ya thats how you take care of it

Answer 13

can you guys help me again please

Answer 14

diff post

Answer 15

In the diagram,triangle MTD is congruent to triangle SLG which statement is true

Answer 16

where are the statements?

Answer 17

A) <L=<D
B) LG=TD
C)SG=MT
D)<S=<T

Answer 18

technically you really cannot decide just by looking

Answer 19

unless it was

Answer 20

yes like that

Answer 21

it was stuck like that?

Answer 22

EXAMPLE
i hope you can notice something

what will always have the same measurement in these shapes
"do not care about the shapes i drew"