Question

If the difference of two numbers is less than the

sum of the numbers, which of the following must

be true?

Answer 1

(x-y)<(x+y)

Answer 2

x-y < x+y

x-x<y+y

y>0

Answer 3

i hope thats right...

Answer 4

ahh

Answer 5

Actually it should be x>0 and y>0

Answer 6

2-2 is less than 2+2

Answer 7

So both numbers have to be positive?

Answer 8

YEP

Answer 9

wait

Answer 10

nopes.... @sauravshakya x can be of any number x belongs to R

so

Answer 11

answer booklet says B

Answer 12

What about -2 and 2 then

Answer 13

At least one of the numbers is positive

Answer 14

Difference is 4 and sum is 0

Answer 15

\[\forall X \in R and Y>0 x-y<x+y\]

Answer 16

2+2 is less than 2-2

Answer 17

ehh

Answer 18

At least one of the numbers is positive?

Answer 19

but the difference there is greater than the sum

Answer 20

so how can that be true?

Answer 21

2+2=4 for difference

Answer 22

2-2=0 for sum

Answer 23

whats the hell is 2+2 < 2-2 ???

Answer 24

4 is less than 0?

Answer 25

wah?

Answer 26

then the difference=4 and sum=0

Answer 27

that does that make sense

Answer 28

any tips guys?

Answer 29

i didnt uderstand ur question till now... what are the options if given??

Answer 30

k

Answer 31

Neither number is positive

Answer 32

At least one of the numbers is positive

Answer 33

Exactly one of the numbers is positive

Answer 34

Both numbers are positive

Answer 35

or None of these statements are true

Answer 36

those are the statements given

Answer 37

2-2 is less than 2+2

Answer 38

O is less than 4

Answer 39

tips?