Question

The two-way table shows the number of people from Group A or B who chose Option 1 or 2.



What percent of people in Group A chose Option 2? Express your answer to the nearest whole percent.



%


Group A Group B
Option 1 152 207
Option 2 106 95

Answer 1

I can help you

Answer 2

@iGreen

Answer 3

ok

Answer 4

@Data_LG2

Answer 5

@iGreen can you help real quik

Answer 6

First, tell me how many people, in total, are in Group A?

Then, how many people in Group A chose Option B?

Answer 7

Option 2 **

Answer 8

258=group A and 106 chose option 2

Answer 9

@Data_LG2

Answer 10

right, so now we get the percentage by:

\(\sf \large \frac{ \text{Group A people who chose Option 2}}{\text{total number of people in GroupA}} \times 100%\)

Answer 11

@Data_LG2 do i divide after multiplying?

Answer 12

people who chose option 2 =10,600

total number =25,800

Answer 13

@iGreen

Answer 14

no no and no! :o

Divide them first then multiply by 100.
and you already told me the values that you should put in:

\(\color{blue}{\text{Originally Posted by}}\) @NunChuckBoy3101
258=group A and 106 chose option 2
\(\color{blue}{\text{End of Quote}}\)

Answer 15

T^T which part you did not understand? what I told you is pretty straightforward:
right, so now we get the percentage by:

\(\sf \large \frac{ \text{Group A people who chose Option 2}}{\text{total number of people in GroupA}} \times 100% =\frac{ 106}{258}\times 100%\)

Answer 16

\(\sf \large \frac{ 106}{258} \times 100%\)

Answer 17

ok so divide 106 and 258?

Answer 18

@Data_LG2

Answer 19

yes

Answer 20

@iGreen @ganeshie8

Answer 21

243%?

Answer 22

41% is correct

Answer 23

@Data_LG2 is 41% correct

Answer 24

106 divide it by 258 = 0.4108527131782

multiply the quotient by 100% = 41.08527131782

round the answer to the nearest whole number= 41%

Answer 25

yes, that would be right :)

Answer 26

ok thank you