Question

What is the solution set of |x| < 11?

Answer 1

ok this one is a different property
|a|<b implies -b<a<b

Answer 2

no need to write the answers, you got this:)

Answer 3

a) x < 11
b) x > -11
c) x < -11 or x > 11
d) x > -11 and x < 11

Answer 4

opps already did haha.

Answer 5

ok use the property I showed then tell me what we have

Answer 6

all good:)

Answer 7

example
|x| < 4
so
-4<x<4 so
x<4 and x>-4

Answer 8

wait hold up.. im confused.. i got lost.

Answer 9

what part of my example do you not get?

Answer 10

its the property of absolute values
|a|<b implies -b<a<b
so you have |x|<11
so -11<x<11
so from this^^^^
x<11 and x>-11

Answer 11

think about what the absolute value is(just play with examples) and you will understand why

Answer 12

ya this one got me stumped

Answer 13

understand now?

Answer 14

just graph y = |x| and y = 11



look at the graphs, where is |x| < 11

thats the solution.

Answer 15

so the answer is a.

Answer 16

not quite