Question

How many solutions are there for the equation? |X − 4| = 9
A- One Solution
B- Two Solutions
C- No Solution

Answer 1

i think a two lol also hey other kenzie

Answer 2

Ok so for this type of function, the parent function |x| would just look like a v with the vertex of the V on (0,0) and the 2 arms extending upwards like a V. To simplify this equation, we would have to bring the 9 on the right side to the left side by subtracting it making the equation |x-4|-9. The only part that matters here is the -9 because that means that the function gets moved down -9 units. If something has 2 solutions, that means that the function crosses the X axis twice, so do you think that the arms on the function would now cross the x axis twice, once, or no times now that it got moved down -9 units?

Answer 3

i dont understand any of that

Answer 4

lol me either lol

Answer 5

just try my answer lol is this a test?

Answer 6

I will draw.

Answer 7

its even more confusing

Answer 8

\(\color{#0cbb34}{\text{Originally Posted by}}\) @KrazyKenzie
i think a two lol also hey other kenzie
\(\color{#0cbb34}{\text{End of Quote}}\)
yes

Answer 9

wym yes?

Answer 10

That I also think 2 is the right answer.

Answer 11

oh ok

Answer 12

can someone help me

Answer 13

it depends

Answer 14

well i have a pot

Answer 15

a pot of what lol

Answer 16

post

Answer 17

oh lol