Question

Find the error?

Answer 1

its an absolute value equation !

start by finding the vertex, and verify the vertex in the given solution is correct or not

Answer 2

well the vertex of the first one is (-6,-5) ??

Answer 3

x-coordinate is -6 \(\checkmark \)
check y coordinate again

Answer 4

y coordinate is simply -2, watever stays outside the abs bars
so the vertex is (-6, -2)

Answer 5

so... ?

Answer 6

so the error is that the vertex is -6, -2?

Answer 7

oh wait it says that oops

Answer 8

yup ! the error was wid finding the x-coordinate of vertex.
the sign got flipped.

Answer 9

??

Answer 10

it already says the vertex is -6,-2 so are you sure thats the error?

Answer 11

check again... if u still see both are same, either one of us must contact an eye doctor... :)

Answer 12

jk... :) look in the solution it says (6, -2)
but we got (\(\color{red}{-}\)6, -2)

Answer 13

thank you.

Answer 14

np :) thats the first error,
there are two more errors , u wanto find them ?

Answer 15

yes I need to correct them all.

Answer 16

So would it be translated 6 units to the left? instead of right?

Answer 17

Perfect ! thats 3rd error .

Answer 18

wats the 2nd error ?

Answer 19

its there in the first line itself...

Answer 20

the axis of symmetry is -6?

Answer 21

Yes ! you're good !!!

Answer 22

Okay good thank you so much! :)

Answer 23

axis of symmetry is : \(x = -6\)

Answer 24

np :)