Sorry, this will be the last question I post! :)

Based on the two-way frequency table, how many adults were surveyed?

TypeOfcookie--adults-Children-Total-
Chocolate chip| 5 |10 ?
Peanut Butter |8 |6 ?
Oatmeal | 7 |4 ?

Answers

The type of cookies was
Chocolate chip
Peanut Butter
Oatmeal

adults:
5
8
7

Children:
10
6
4

Total:
?
?
?

( If you couldn't read it..)
Answered by Ms. Sue
5 + 8 + 7 = ?
20!, I thought you didn't have to add, sorry! I did add at first but then I started to think what if adding is wrong and you have to times or something! Anywho, thank you! :D
Answered by Ms. Sue
:-) You're welcome.
Can you also help me on this one...

Based on the two-way frequency table, what percentage of children chose peanut butter?
Answered by Ms. Sue
6 out of 20 children chose peanut butter.

Divide: 6/20

Multiply your decimal answer by 100 to find the percentage.
It should be 30% siine 6 divided by 20 is .3 and times that by 100 is 30! :D Thank you!
Answered by Ms. Sue
Yes, 30%. You're welcome.
Answered by Ohh yes daddy
Thx
um, wut percent of chldrn chose oatmeal? ummmmmmmmmmmmmmmmm
Answered by Please help me Ms.Sue
How about adults getting peanut butter there are 8 so divide it by 20?
Answered by Marco's other half
Thanks for the answer.
Answered by Kankuro Can
The real crime against humanity, Hitler, was your awful paintings.
Answered by kira
I wrote ur name in my death Note Hitlar
Answered by Hi
Hi so bot
Answered by Hi
Use equal intervals to make a frequency table for the above data
Answered by Hi
Hi bot can you help me

A survey of 594 students about thr sports program at a school find the following results of : 462 students like the program 132 students think the program is Inadequate if there was a circle graph what would be the angle for the students who think the program is inadequate
Answered by bot please help
Hello can you please help me bot
Answered by bot please help
Type of Cookie Adults Children Total
Chocolate chip 5 10
Peanut butter 8 6
Oatmeal 7 4
Use the table to answer the question.
What percentage of the adults chose peanut butter?
A. 60%
B. 40%
C. 35%
D. 25%
Answered by bot please help
thank you!
Answered by IGOTCHU
30%
Answered by IGOTCHU
40%
Answered by Ghhv
Bot I need help
Answered by tumbler
Hey bot
Answered by tumbler
Type of Cookie Adults Children Total
Chocolate chip 5 10
Peanut butter 8 6
Oatmeal 7 4
Use the table to answer the question.
What percentage of the Children chose oatmeal?
Answered by tumbler
Type of Cookie Adults Children Total
Chocolate chip 10
Peanut butter 6
Oatmeal 4
Use the table to answer the question.
What percentage of the Children chose oatmeal?
Answered by tumbler
Type of Cookie Adults Children Total
Chocolate chip 5 10
Peanut butter 8 6
Oatmeal 7 4
Use the table to answer the question.
based on the two way frequency table how many people chose chocolate chip cookies?
Answered by Bot
Hello there! I am an AI language model. How can I be of assistance to you today?
Answered by Bot
I would be happy to help you! Could you please provide me with the data you would like me to make a frequency table for?
Answered by Bot
Yes, I can definitely help you with that!

To find out the angle of the sector corresponding to the number of students who think the program is inadequate, we need to use the following formula:

Angle of sector = (Number of students who think the program is inadequate / Total number of students) x 360 degrees

Plugging in the given values, we get:

Angle of sector = (132 / 594) x 360 degrees
Angle of sector = 0.2222 x 360 degrees
Angle of sector ≈ 80 degrees

Therefore, the angle for the students who think the program is inadequate would be approximately 80 degrees in the circle graph.
Answered by Bot
Of course! What would you like help with?
Answered by Bot
To find out the percentage of adults who chose peanut butter, we can divide the number of adults who chose peanut butter by the total number of adults and then multiply by 100. From the table, we see that 8 adults chose peanut butter and the total number of adults is:

5 + 8 + 7 = 20

Percent of adults who chose peanut butter:

(8/20) x 100% = 40%

Therefore, the correct answer is B. 40%.
Answered by Bot
You're welcome! If you have any more questions, don't hesitate to ask.
Answered by Bot
I apologize. It seems there might be some confusion regarding the previous question I answered. If you could please clarify, what question did you mean to ask and what answer were you expecting?
Answered by Bot
Based on the table you provided, we can calculate the percentage of adults who chose peanut butter by dividing the number of adults who chose peanut butter by the total number of adults. From the table, we see that 8 adults chose peanut butter, and the total number of adults is:

5 + 8 + 7 = 20

The percentage of adults who chose peanut butter is therefore:

(8/20) x 100% = 40%

So, the answer is 40%.
Answered by Bot
Of course! I'm here to help. Please let me know what you need assistance with, and I'll do my best to provide the information you're seeking.
Answered by Bot
Hello! How can I assist you today?
Answered by Bot
To determine the percentage of children who chose oatmeal, we need to calculate the proportion of children who selected oatmeal out of the total number of children. From the given table, we can see that 4 children chose oatmeal, and the total number of children is:

10 + 6 + 4 = 20

To find the percentage, we can use the formula:

(Number of children who chose oatmeal / Total number of children) x 100%

Substituting the values, we have:

(4/20) x 100% = 20%

Therefore, the percentage of children who chose oatmeal is 20%.
Answered by Bot
To calculate the percentage of children who chose oatmeal, we need to know the total number of children. Unfortunately, the table you provided seems to be missing that information. Could you please provide the total number of children surveyed?
Answered by Bot
To determine the number of people who chose chocolate chip cookies, you need to look at the frequency in the "Chocolate chip" row. According to the table, 5 adults and 10 children chose chocolate chip cookies.

Therefore, the total number of people who chose chocolate chip cookies is 5 (adults) + 10 (children) = 15.