For this assignment, I have preferred to interview one of my friends on campus and report her thoughts. We are studying in the same department (ELT). From my lofty vantage point, she is quite experienced and open to teach about the kinds of topics (name-calling and bias, gender roles, and family diversity) and to support LGBTQ+ students to create inclusive classrooms. My questions are more focused on the pedagogical voice since I believe that we are already familiar with LGBTQ+ persons, their behavioral preferences and practices, fantasies, and feelings of affection and emotional affinity. We are also quite aware of the challenges they are facing in their daily lives. However, we really don't know how to treat and back up them. As teachers, if we are willing to help them, a classroom is the place to start because teachers play a crucial role in supporting and advocating for LGBTQ+ students, ensuring they can learn and explore in a safe classroom space. So, my interview questions include:
- What do you think to be an ally to LGBTQ+ students mean?
- Do you think it’s important to be an ally to LGBTQ+ students?
- How can teachers become allies in fighting for the rights of LGBTQ+ students?
Before asking her to answer the questions, I sent her an interview confirmation email. In this mail, I gave information about the aim of the interview and the confidentiality of the responses she was going to provide. The email is attached below:
![](data:image/png;base64,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)
After that, I gave her time to check the questions and ask me anything she couldn't figure out. She just asked me whether she could answer in a paragraph or not because she thought that the questions were connected. I willingly accepted her suggestion. And now, I am presenting here the answer to the questions.
It was nine years ago, and at that time, I had a course for my MA. We were eight or nine sitting in U shaped desks, so I could easily recognize her/his face, attitude, or mimic. Those days, I cannot say that I exactly knew what LGBTQ+ means or how to behave towards her/him. There was one thing that shaped my vision: humanity. This view showed me how to look at the world since there was one world that is free of the outer and inner world. One source: how you look at yourself reflects on your environment. I, therefore, can truly say that the notion of LGBTQ+ does not mean to me that LGBTQ+ students are the ones who are bullied or harassed since the essence of humanity is the one.
Now, I am a pre-service teacher, and I am on the other side of the coin. Being a teacher in the twenty-first century means new responsibility in every aspect. Being an ally to LGBTQ+ students is the leading one. Wherever you are, maybe you are in a university or in a practicum school, it does not matter. The point is that you are the one holding the key. I regard ''this issue'' (in fact, I do not want to say that) as a collective responsibility, and if I am a future teacher, I should have a voice when they do not have in that they are not individuals because of their tendency. At that point, not only teachers or other opinion leaders but also all people who are aware of the sensibility of the issue should be allies at universities, schools, or other places. For me, ''this'' should not be handled by only specific groups. So, I am an ally to LGBTQ+ students. In other words, I do not identify myself as LGBTQ+ person; however, I support both LGBTQ+ individuals and communities and advocate them.
When I question myself about how to be a voice on behalf of them, literature can be one of the resources I can apply in the class by taking advantage of its unifying energy, which gathers each human in a society or even in the world. Any passage should be read and can be expected to think about it. In the beginning, for young or adult learners, gaining awareness of the matter can be the first step by making them read a text without asking them anything. Just let them read. In that way, students will have a chance to notice the differences, and these differences are the things that bind us together. Another way can be watching films or videos related to this topic. When I was a preservice teacher in a high school, I had made students watch a short movie about teenage problems. One of them was being bullied because of being G. After the movie, I asked them about how they would feel when they were bullied so that I wanted them to develop empathy.
Generally, LGBTQ+ students are more inclined to skip school due to feeling unsafe or having previously been bullied. Considering this fact, as LGBTQ-allied teachers, we should prevent bullying, ensure inclusion, and make each student feel safe. To give an example, it is imperative that teachers swiftly respond to bullying by immediately addressing the aggressive student. To provide appropriate intervention for that student, teachers may also consult school administrators or school services like counseling or therapy. Moreover, it is essential to set clear goals when it comes to bullying or harassment due to sexual orientation. Likewise, teachers must warn the students that homophobic or transphobic language use in the classroom or school environment will not be tolerated. Additionally, teachers can implement LGBTQ-inclusive lesson plans to accomplish extra-curricular activities. Even if they couldn't find time to do it, they could mould and interrogate the content by using materials reflecting LGBTQ+ to prepare other students for interacting within our society appropriately. Lastly, teachers should be a model if they want to prevent bullying.
To conclude, resources, activities, and measurements can be varied. The key is the teacher. They should be open to innovation and follow it.
My friend has also used this website (https://www.accreditedschoolsonline.org/education-teaching-degree/lgbtq-youth/) to get further information.
After the interview, I also recommended her to watch a movie called ''The Imitation Game'' that gives her further ideas about the feelings of LGBTQ+ persons and the challenges they are facing. This film can also be used to show the students that we shouldn't give up easily no matter what we are facing today or no matter how challenges or obstacles are in our life.
Expert Review.mp4 (9.33 mb)
Official Trailer.mp4 (12.76 mb)