Question

help
Which of the following could not be a value of x?
(Points : 2)
10
9
10.5
9.5

Answer 1

It's not nice of you to start a new question without finishing the previous one..

Answer 2

@Callisto srry i cant take 4ever i need to finish asap

Answer 3

We are here to help you learn, not to give you the answer....

Answer 4

i said sorry

Answer 5

and didnt ask for an answer

Answer 6

Okay, my apologies! Are you going to do this question or do the previous one?

Answer 7

ive been on here since 3 in the morning it is now 7am dnt u think thts a long time?

Answer 8

I've been here for 6-7 hours...

Answer 9

ok but your not a student?

Answer 10

I am a student!

Answer 11

wat grade?

Answer 12

Year 1.
Just go back to the question you ask...
To form a triangle, the sum of two sides must be greater than the third.

Answer 13

no.

Answer 14

i dont need your help thank you

Answer 15

apply the triangle inequality i.e sum of any two sides of triangle is greater than the third side.
ok @monasamoneis

Answer 16

Since the length given are all smaller than the side 18
So, x+9>18
This inequality must be satisfied to form a triangle.

Answer 17

It's okay if you don't need my help. Good luck.

Answer 18

ughh finally

Answer 19

@mayankdevnani so wht did u say?

Answer 20

apply the triangle inequality i.e sum of any two sides of triangle is greater than the third side.

Answer 21

so what would i have to do to do tht?

Answer 22

18>x>9?

Answer 23

take first option i.e 10 and other two sides are 18 and 9

Answer 24

so 10>18>9?

Answer 25

lol when I say go back to the question you ask, I mean this question... not the previous cosine one.. Anyway.

Answer 26

it has greater sum of other two sides.okk

Answer 27

take option c

Answer 28

option c??

Answer 29

yaa i.e 9

Answer 30

sorry option b

Answer 31

ok so wat do i do so confuse

Answer 32

just apply triangle inequality

Answer 33

9>18>9?