Math is weird for me because I've been in differentiated math for most of the year up to the end of November, when after 2-3 months of extra math work, I was put into the advanced math class. So I have some differentiated math work and some advanced work.
Accelerated Delta Math Page
This unit was about how to transform shapes to rotate, reflect over a line, and translate them to another place. We learned that these series of transformations are called rigid transformations, and they can determine whether or not two figures are congruent. On the test, I got a meets + because I got 13/14 questions correct. The one question I got wrong was because I said that two angles were congruent, but weren't, so I made an honest mistake. In the workbook, I got a meets because I did all of the lessons I was supposed to, and I made sure to stay on task when class was in session. One goal I have for the next unit is to get all of the questions right on the end of unit assessment, and try to fix my mistakes before they happen.
These tests were about geometry and we covered things such as how to find unknown angles in a triangle, and what vertical angles are. Vertical angles are two angles that face opposite of each other but are the exact same. For that reason, they have the same number of degrees in their angles. We also went over that fact that all the angles in a triangle add up to 180 degrees. This is because a 180 degree angle is shown as a straight line, and if you unbox the triangle, you will get a straight line every time. This is not the best way of thinking about it, but this way helps me remember. On the first geometry quiz, I got 5/5 correct, so a meets. On the second quiz, I got 4/5 correct, which is less than last time, but still a meets.
The Myth of the math person is the thought that a person is born good at math, when this is not the case. There is no such thing as a math person or a non-math person. Math is a skill that can be learned and developed. Mistakes are important in math because they teach us what we did wrong and how to prevent the mistake from being made again. As a person who was never really good at math when I was younger, I find that my relationship with math is strained. Human beings normally stay away from things we don't like, it's in our caveman DNA. However, I will need math as an adult in my everyday, life, so I must learn how to understand it. I can make sure to pay attention in class, complete my homework on time and maybe do extra math at home to make sure I understand the lesson at hand.
This is our third quiz we have done this year. It covered dilations and how much something has been dilated by. I got 5/5 correct for a meets. A goal I have for math class it to finish the Khan academy extensions by thanksgiving break to get into advanced math.
On the beginning of the year I-ready, I scored a 513, which means I scored at late 7th. I was in the 71st percentile, which means I did better than 71% of all kids in the US. I scored the lowest in Numbers and operations and geometry because I was in 7th grade for that. I scored the highest in algebra and algebraic thinking and measurement and data because I was in 8th grade for that. A goal I have for the end of the year is to get into 8th grade for geometry because I thought I was really good at it, but I guess not. I will accomplish this goal by studying all of my cool downs and in class work.
This test was on non-rigid transformations called dilations, which are when you scale up or down a figure based on the center of dilation and how much you are dilating by. This test was also on slope, or how steep a line is. To find slope, you do rise/run, or the y coordinate over the x coordinate. On the workbook check, I got a meets+ because I didn't miss any days and was also very thorough with my answers. on the test, I got a meets because I got 13.5 out of 16 correct. I am a little disappointed with this grade because this year, I am stuck in the middle of differentiated math and advanced, so am doing extra work to get into advanced because I know everything we were learning in differentiated. I expected to get an exceeds, but I didn't and am disappointed in myself. However, meets is still a passing grade, so I can't really complain.
Differentiated math has gotten way too easy for me. I am working extra hard to get into advanced next semester, so differentiated is way too easy. I got a 5/5 and a meets for this quiz, which was on slope and what the y intercept means. The slope is how steep a line is, and to get it you have to do rise/run, or y coordinate/x coordinate. The y intercept is when the x coordinate = 0, so for example if a man is saving up his money in bank account, but already had 20 dollars in it, then 20 dollars would be the Y intercept because he had that much money when the amount of weeks he has spent saving was 0. My goal for next quiz is to get all the questions right again and get a meets.
This quiz was on the same unit as the first quiz, which I said in my last reflection I understood and already learned thanks to my accelerated learning to catch up with advanced math. On this quiz, like the first one as well, I got 5/5 questions correct to get me to a meets since there was no exceeds category for the quiz. It was very easy and I completed all of the questions in a very short time. a goal I have for the unit test coming up is to get an exceeds on the unit.
Once again, I'm disappointed in myself and the grade I got on this test. I got a meets, which sounds good in retrospect, but I've been doing extra work so I know all about this unit, so I was hoping to get an exceeds, but instead I got a meets because I made two simple mistakes. I know why I messed up, but I still wish I could do better. On the workbook check, I did better because I got a meets +. In the book, there was a comment that read "great effort and detail!" I feel that I did a great job on the workbook because I explained my answers in detail, and also got them all right. Overall, my goal for the next unit is to get an exceeds on the end of unit test.
I had to take this test right when I joined advanced math. I didn't learn all the material I was tested on, so I got an approaching. While this was to be expected, I was a little disappointed because this was my first approaching this year. Because of this little setback, I chose to learn the material in class. Now, I know how to to the material I didn't before, and even though I got an approaching on the test, I'm well prepared for the next unit and whatever it has to throw at me. Something that I will work on for next final is to show my work on my test because I got a lot of questions wrong for that reason.
Almost as soon as I started advanced math, we started learning about quadratic functions. We were asked to make a slideshow based on the prompt we were given. I chose to be with my friend Olive. We chose the rocket simulation, and we got to work. However, I couldn't present when we were supposed to because of a swim meet in Phoenix, so we had to present the following Monday. I got a Meets-, and I will try to get an exceeds or meets+ next time.
This unit was about quadratics, or a type of polynomial equation where the equation used is Ax^2 +Bx+C. In this unit, we learned all sorts of ways to solve quadratic equations, from completing the square to factoring to the quadratic formula. I was really nervous for this final because I failed the last final because I got an approaching. However, I had no reason to be worried because I got a meets on my test, and I'm so proud of myself because I worked so hard. I answered some questions about my test from my teacher on a google doc, and here is that doc.