Vacation time is over! I've had a blast the past two weeks and I've tried to do nothing school related in order to just relax. This past week I've been in California and I had a blast. We went to the U.S.S. Midway and climbed aboard the ship to view the museum. We went to the beach and spent a day boogie boarding (my favorite thing in the world to do!). We went to Balboa Park which has 16 museums and so much to explore! One of the days we went out to Coronado island and rented bikes and just biked around the island. The last day we went to Seaworld. I'll tell you my mind is so refreshed that on the drive back to Vegas, I was started planning how I can make this year better.
One thing that I always need to work on is providing balance in my life. I have a habit of becoming so one track minded that I neglect everything else until I become done with that one thing and move on to the next. For example, when I first started my TeachersPayTeachers store, I became obsessed with creation that I just kept going everyday until I burned out. I haven't really been making TeachersPayTeachers products lately because I haven't been in the mindset for it. This past year, my one track mind was so set on work that I neglected a lot! Like I said, I need balance.
So on the drive home as I was thinking of balance, a few things came to mind in order to make this new school year a good one. First off, I would like to work on a better nightly routine to prepare for bed so I can sleep, wake up on time, and feel ready to go. I created a checklist (yes on Trello) of what I need to do nightly in order to build healthy routines. Second, I created a checklist of what I would like to accomplish weekly that is not so one-track minded. For instance, I would like to spend time at the gym, working on homework, and creating one product a week to put back up on my Teacher's store.
So preservice starts tomorrow and therefore, I'm starting these new routines tomorrow! I hope I'm not sounding like Thanos but balance is definitely a good thing!
Wednesday, July 24, 2019
Tuesday, July 16, 2019
Summer Planning Part 2
So I go back to work in about a week and I'm half excited, half really sad that I don't get to sleep in everyday. It's been a very short summer, but I'm grateful I finally had one because I haven't had a summer in several years!
In the 'Impact Cycle' there are 3 stages that a coach works on with a teacher to help them improve.
Identify:
First is to 'identify' areas of need. That can be through observation, recording, scripting, or however a teacher is comfortable with them being observed. After that, then the teacher watches or reads or listens to what happened during their lesson and they look at areas they might want to work on. During this process, there is a checklist that Jim Knight has provided in order to help teachers look for things that make a lesson successful. That can help them identify what they want to work on.
Learn:
The second step is to learn about ways that teachers can improve. This could be by watching other teachers, the instructional coach modeling, reading and researching methods and that sort of thing.
Improve:
The last step is to implement what you learned and see if what you did made an impact on student achievement.
Here is a blank one:
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)
The next thing I did was create my schedule and made time slots. Here teachers can sign up for when they want help and when they want to meet to talk about their lessons and things like that. Also any teacher can request help regardless of their status.
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)
I am going to try to stick to this schedule but I laugh because I know that it probably won't stay like this all year. As an educator, we know things come up all the time and you have to be flexible so I'll keep you updated on how close I'm able to stick to this!
Still going along with the "Impact Cycle" the next thing that I've done was create checklists in order to help teachers identify areas of need for improvement. I created a bunch of them and I'm still in the middle of this project but I would like to have it all done before school starts.
Pretty much I'm feeling confident with all the work that I've been doing this summer. If I get those last couple things done, I know that I'll be ready for this next school year and everything is going to rock!
Thanks for reading! Comment below what do you still need to do in order to make this next school year rockin' awesome!
The Impact Cycle
Well I'm back to planning because teachers really never stop planning, let's be real here. Anyways, as an instructional coach, my bible is "The Impact Cycle" by Jim Knight. He's the leader of all things instructional coaching. Last year, my work sent me to his conference in Sacramento and I came back so excited to implement what he talked about. It was my first real training on Instructional Coaching processes.In the 'Impact Cycle' there are 3 stages that a coach works on with a teacher to help them improve.
Identify:
First is to 'identify' areas of need. That can be through observation, recording, scripting, or however a teacher is comfortable with them being observed. After that, then the teacher watches or reads or listens to what happened during their lesson and they look at areas they might want to work on. During this process, there is a checklist that Jim Knight has provided in order to help teachers look for things that make a lesson successful. That can help them identify what they want to work on.
Learn:
The second step is to learn about ways that teachers can improve. This could be by watching other teachers, the instructional coach modeling, reading and researching methods and that sort of thing.
Improve:
The last step is to implement what you learned and see if what you did made an impact on student achievement.
My Current State of Planning
So as an instructional coach, there are a couple things that I needed to do to get ready for the school year and be able to go through this coaching process that I just explained to you. So the first thing that I did was create an effective chart based off how my principal rates teachers based on their evaluations. This will just help me keep track of who needs help and this list is fluid. It will change weekly and there are tabs labeled at the bottom for the weeks.Here is a blank one:
The next thing I did was create my schedule and made time slots. Here teachers can sign up for when they want help and when they want to meet to talk about their lessons and things like that. Also any teacher can request help regardless of their status.
I am going to try to stick to this schedule but I laugh because I know that it probably won't stay like this all year. As an educator, we know things come up all the time and you have to be flexible so I'll keep you updated on how close I'm able to stick to this!
Still going along with the "Impact Cycle" the next thing that I've done was create checklists in order to help teachers identify areas of need for improvement. I created a bunch of them and I'm still in the middle of this project but I would like to have it all done before school starts.
Before School Starts
The last thing that I am working on something called "The Playbook". This is part of the "Learn" in the impact cycle. Basically its having a toolbox of strategies and things ready to go to help teachers in whatever area they need help with.Pretty much I'm feeling confident with all the work that I've been doing this summer. If I get those last couple things done, I know that I'll be ready for this next school year and everything is going to rock!
Thanks for reading! Comment below what do you still need to do in order to make this next school year rockin' awesome!
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