Question

Given the graph below, which of the following points would be included in the graph of the inverse of the function? Choose all that apply.



(1, 0)


(0, 1)


(-2, 1)


(1, 2)

Answer 1

https://static.k12.com/eli/bb/1211/3_68943/2_32976_16_68959/57c7ce732abb257015ab59955d5b8e52e67e0bdf/media/7e457a57cb9337bd8c9ba8f86ee943978cfa46e8/mediaasset_945971_1.png

Answer 2

01, iinverse ii2 the 2ame a2 rever2e

Answer 3

2orry iif iim not correct though .-.

Answer 4

1st-we will write the equation of this graph

Answer 5

so we choose 2 points which lie on it and then we'll use double point form -
\[\frac{ y-y _{1} }{ y _{2 }-y _{1}}=\frac{ x-x _{1} }{ x _{2}-x _{1}}\]where (x1,y1) and (x2,y2) are the 2 points which lie on the graph :)

Answer 6

so the 2 points which i chose are -(0,1) and (1,-2) substituting the values we get-

Answer 7

(y-1)/(-2-1)=(x-0)/(1-0)

(y-1)/-3 = x
y-1=-3x
y=1-3x <-----equation of given graph

Answer 8

to find the equation of the inverse of this graph we just need to switch y and x

Answer 9

so the equation which we get is-

x=1-3y <-----equation of inverse of the given graph

Answer 10

now u just need to try the options ..........put them in the equation nd if they satisfy then they lie on this inverse graph :)

Answer 11

So its (1, 0) and (-2, 1)

Answer 12

yes :)

Answer 13

Thanks! :)

Answer 14

no prblem :D