Question 2 ( 2 points)\ Which answer shows the most accurate way to solve this problem?\ Prof. Ries is using a red food dye from the grocery store and it is at a

8x

concentration. That is, the dye is 8 times more concentrated than we want it to be. She wants to make

10mL

of frosting with a final red dye concentration of

1x

. How much dye and how much plain frosting should she add to make the

1x

red frosting mixture?\

C_(1)V_(1)=C_(2)V_(2)

, where

C_(1)=

unknown,

V_(1)

is

8x,C_(2)=1x

, and

V_(2)=10mL

\

C_(1)V_(1)=C_(2)V_(2)

, where

C_(1)=8x,V_(1)

is unknown,

C_(2)=1x

, and

V_(2)=1x

\

C_(1)V_(1)=C_(2)V_(2)

, where

C_(1)=8x,V_(1)

is

10mL,C_(2)=1x

, and

V_(2)=10mL

\

C_(1)V_(1)=C_(2)V_(2)

, where

C_(1)=8x,V_(1)

is unknown,

C_(2)=1x

, and

V_(2)=10mL

Which answer shows the most accurate way to solve this problem? Prof. Ries is using a red food dye from the grocery store and it is at a 8x concentration. That is, the dye is 8 times more concentrated than we want it to be. She wants to make 10mL of frosting with a final red dye concentration of 1x. How much dye and how much plain frosting should she add to make the 1x red frosting mixture? C1V1=C2V2, where C1= unknown, V1 is 8x,C2=1x, and V2=10mL. C1V1=C2V2, where C1=8x,V1 is unknown, C2=1x, and V2=1x. C1V1=C2V2, where C1=8x,V1 is 10mL,C2=1x, and V2=10mL. C1V1=C2V2, where C1=8x,V1 is unknown, C2=1x, and V2=10mL