Question

Match transformation of the function y = csc x with description of the resultant shift in the original cosecant graph.
Tiles
-1 + csc(x − π)
-1 + csc(x + π)
1 + csc(x + π)
1 + csc(x − π)
Pairs
Resultant Shift in the Function's Graph Transformation of the Function
The graph of csc x shifts one unit
down and π radians to the left.
arrowBoth
The graph of csc x shifts one unit
up and π radians to the right.

arrowBoth
The graph of csc x shifts one unit
down and π radians to the right.
arrowBoth
The graph of csc x shifts one unit
up and π radians to the left.
arrowBoth

Answer 1

@green_1 Could you help with this question?

Answer 2

i'm here

Answer 3

This person didn't list all the descriptions

Answer 4

I can list them

Answer 5

list them please

Answer 6

i'll get help @Learner11 @Compassionate

Answer 7

1) The graph of csc x shifts one unit
down and π radians to the right.

2) The graph of csc x shifts one unit
down and π radians to the left.

3) The graph of csc x shifts one unit
up and π radians to the right.

4) The graph of csc x shifts one unit
up and π radians to the left.

Answer 8

i will search it up

Answer 9

those are the descriptions of the resultant shift in the original cosecant function's graph.

Answer 10

i do not know the answer sorry

Answer 11

Me too say sorry @PokemonFan40

Answer 12

:(

Answer 13

1) -1 + csc(x − π)
2) -1 + csc(x + π)
3) 1 + csc(x + π)
4) 1 + csc(x − π)
those are the transformations of the function y = csc x.

Answer 14

So we just need to match them with the other four I listed earlier.

Answer 15

@RCCB

Answer 16

Your answers are correct @PrincessAurora

Answer 17

I need to match them with each other

Answer 18

The right ones

Answer 19

1 - c
2 - a
3 - d
4 - b

Answer 20

Ok thanks so much

Answer 21

@PokemonFan40 :) , Thank s for understanding me

Answer 22

your welcome

Answer 23

Thanks guys for the help :)

Answer 24

You done this all.

Answer 25

Thanks