Statistical significance in yes/no poll question I have no statistics background, but an trying to complete my first quantitative research survey writeup for my researcher in education class and hope someone can direct me.
I created a poll of 62 teachers and am trying to analyze the following 4 questions 


*

*Do they use social media personally (yes/no)

*Do they use SM in the classroom (yes/no)

*If they plan to use in future in classroom (yes/no)

*What type of secondary school do you work in (public/private)


I am running into a challenge with how to complete a "test of statistical significance for this data"
The professor suggested using either a t-test or ANOVA and provided links, but the data I have do not seem to fit into the formulas.
Is anyone able to provide some guidance about how to test this type of survey? Is there a different way to analyze the data?
 A: The professor's advice seems odd, if this is all the data you have; also "t-test of ANOVA" is not a sensible phrase. Is it a typo of "t-test or ANOVA"?  Even if it is a typo I think it strange advice. T-tests and ANOVAs are for comparing mean scores. In your question, there don't seem to be any means (or things to take the mean of).
Your title mentions "statistical significance" but that requires some hypothesis that you wish to test. What is your hypothesis? 
What do you want to find out about the four questions that you asked? e.g.
What percent of teachers said "yes" to each?
(responding to your comment)
For public vs. private school you will have (for each of the four questions) a 2x2 table of results. Have you studied any statistical method that looks at that?
Similarly for personal vs. classroom use, you have a 2x2 table.
Unless you have yet more information....
How the four questions relate to each other?
Something else? (if so, what?)
Do you have any other information about the professors? If so, what do you have and how do you want to use it?
