If I understand the question correctly, the answer is the sample size.
It is impossible to answer the question. There is no information on what the survey question was!
Well, isn't that an interesting question? It looks like about 20.5% of people surveyed have admitted to telling a little white lie about being sick to their boss. Remember, it's always best to be honest and open in all our interactions, both at work and in life.
To estimate the proportion of people who said yes, you would divide the number of people who said yes (157) by the total number surveyed (570). This would give you a proportion of approximately 0.2754. Rounding to one decimal place, the estimated proportion of people who said yes would be 0.3 or 30%.
When surveyed accurately and carefully, it'll come in close to 90m x 60m.
42%
46 is 20% of 230
160 people were surveyed.
Around 98 would be a reasonable answer.
First, you need to know some value to start with, for instance: 20% of all people surveyed said they thought this answer was fantastic. 60 people thought this answer was terrible. How many people were surveyed? 80% = 60 people 20% = X 60 / .8 = 75 75 - 60 = X Your answer is that 75 total people were surveyed. 15 thought the answer was fantastic. Although, I'm surprised not more people thought so :)
Well you don't mention how many questions are in the survey and how many people to be surveyed, but the formula would be: 500 + (3x the amount of questions in the survey) + (1.25 x the amount of people surveyed)
To determine how many people were surveyed out of 78 over 100, you would need to clarify what "78 over 100" means. If it refers to a fraction or percentage, it could imply that 78 out of 100 people were surveyed. However, without additional context, it's impossible to provide a precise answer. Please provide more details for an accurate assessment.
199
Questions like these... its 35;percent is of 100its 35/100
In a survey 15% of the students surveyed said they didn't own a computer. If there were 75 students who didn't own a computer, how many student were surveyed altogether?A. 400B. 500C. 250D. 900
10 just 10
To determine how many people were surveyed, you would typically need specific information about the survey itself, such as the methodology or sample size reported by the conducting organization. If that data is not provided, it's impossible to ascertain the number of participants. Please provide additional context or details for a more accurate response.
I think it is population.