help math question Which of the following statements is not true about corresponding sides? (a) They are proportional for similar polygons. (b) They are equal for congruent polygons. (c) They are connected by a vertex. or (d) They are in the same position in both similar and congruent polygons.
helpmeplz can you help me
Sorry king. You should post your question link in the math chatbox below
o ok i can copy and past it?
yup
o ok i try it brb
Question 21 (Multiple Choice Worth 3 points) [6.02] MA.7.A.1.3 Which of the following statements is not true about corresponding sides? They are proportional for similar polygons. They are equal for congruent polygons. They are connected by a vertex. They are in the same position in both similar and congruent polygons.
Just bot the question limk though
there it is
No, I mean, post the link to your questions on the chatbox
o i will try
:)
well i cant i use a windows xp and it is slower then eny computer and it is old it is like the secont model so i cant do that but theres no pic in this question what iposted is all there is
O, look. e
?
n link??Do you see the questi
yes but theres no links i can copy i am new at this
Okay. Do you see the 'bump' button next to your question?
there's not one because i am use ing flvs there's no links to go to the next question because you just scroll down
@omnomnom
? ok? whats that for
lol he means copy the url and post it in this
ok not to shu what you are talking about because i dont see something i can copy to make a link i have no idea what you talking about but this is the best i can do Question 21 (Multiple Choice Worth 3 points) [6.02] MA.7.A.1.3 Which of the following statements is not true about corresponding sides? They are proportional for similar polygons. They are equal for congruent polygons. They are connected by a vertex. They are in the same position in both similar and congruent polygons.
can you help
This is what i mean Copy that and paste it here
ok please answer this but i got to go brb in like ten mins
um... -_- we cant view that
Join our real-time social learning platform and learn together with your friends!