The first main idea is ratios. Ratios is a comparison of two things. You can write it like a number to another number or with the colon symbol between them. For example, if I had a bag of 20 red and blue marbles and 5 of them were blue my ratio of marbles would 5 to 20 or 5:20 because you use the total amount and the number of the part you wish to find. As a future teacher, I think it is important for students to learn this concept at a young age because they are going to be exposed to it all their lives from the toy they have to the amount of boys to girls in their classes at school. As a future teacher, I think this idea is important because everything relates back to ratios we use ratios to get a general idea of population growth to the amount of each spice you put into your chili for dinner that night. The second main idea is rates. A rate is a ratio that measures the difference between two quantities. For example, I get 32 miles to the gallon in my car, this is a rate because it is measuring the amount of miles I can drive my car on a tank of gas. As a future teacher, I think this is important for students …show more content…
Scientific notation is the writing of a mantra or number with its characteristic the amount of numbers it is multiplied by ten. If the charatoritic is positive the zeros go behind the number and if the characteristic is negative the zeros go in front of the number depending on the number of place values the number has and the number of the characteristic. For example 9.12 x 10 ^9 = 9,120,000,000, but if it were negative it would look like this 9.12 x 10 ^-9 = 0.00000000912. As a future teacher, I think it is important for students to learn this concept at a young age because it lets them have exposure to the concept before they reach their higher level math classes so they are not overwhelmed. As a future teacher, I think this concept is important because it helps you understand decimals and their place
“Have you ever wondered what a human life is worth? That morning, my brothers was worth a pocket watch.” This quote from Between Shades of Gray by Ruta Sepetys was the beginning of a changing moment in my life. I never knew that at the age of 15 a book would change my life so much. Between Shades of Gray followed the story of a young Lithuanian girl and her family being ripped away from their home and being forced into a concentration camp in Siberia by the Soviet dictator, Joseph Stalin.
Represent verbal statements of multiplicative comparisons as multiplication equations. Multination can be thought as two qualities that are that represent the multiple of the number. Until now students have focus on finding the difference between to two numbers. Learning about multiplicative comparison will help them compare two quantities by showing that one of the quantities is a number large than the other. For example, students can understand that 20 is 4 times larger than 5, and 20 is 5 times larger than 4.
-Students will use what they know about about place value to interpret and compare two numbers. Students will then compare numbers by starting with the greatest place value. They will then examine the equality and inequality symbols used to write number sentences. -Students will evaluate the number of hundreds, tens, and ones and complete number sentences comparing two numbers with the same hundreds digits. -Students will evaluate the number of hundreds, tens, and ones and complete number sentences comparing two numbers.
I believe that this is important because, now days no one likes to ask questions because they feel that people will judge them. But it’s important to ask questions especially if you don’t understand what the teacher is teaching or what you are reading. I also agree that we need to be curious and learning. I agree with this because I feel that if you are curious about learning then you will learn better and that you will retain what you are learning. This is why I believe that this is important
This creates a major cultural split between students and the teacher. It
These students should not be denied of this information, rather they should be learning from this
The main point is to allow students enough practice so they clearly understand that a fraction is a portion of a whole. Allow students to ask questions, make predictions, and have fun as they explore the world of
PROBLEM SOLVING ESSAY 2 Critique In the selected journal article “Never Say Anything a Kid Can Say!” the author, Steven C. Reinhardt summarizes and promotes encouragement on his position with questions about teaching styles, teachers who use the direct-instruction, and the teacher-centered model that is used too often. Reinhart also discusses how this instruction does not fit well with the in-depth tasks and problems that he was using.
The way to do that is to insist on the teacher’s role in making sure no student fails.” Since there’s so much precaution as to
Unit Plan One: Law of Exponents Fauato Aokuso EDCI 556: Transformative Mathematics in the Differentiated Classroom University of Concordia, Portland I want to transform a Unit Plan for Exponents Rules, because exponent is one of the math components that some of the students have trouble solving. Some students have problem with it when they think about repeated addition and repeated multiplication. If I teach the basic rules of exponents, students will understand the difference between the multiplication and exponents. The other problem students mostly have trouble with in exponents is variables. Students need to understand the basics of solving exponential equation with variables.
• Write down the highlighted numbers. Do you observe a pattern? • Does the pattern grow? What is the reason for this? • Write down the last number (say 53).
Math is often one of the hardest subjects to learn. Teachers know rules that can help students, but often they forget that those rules become more nuanced than presented.
We must be consciously considering our existence amongst other people and nature. Problem-posing education will only succeed if the teacher-student relationship is amended (Freire 323). That being said, teachers must realize that they can teach and be taught while the students can learn and teach through current
Element 1.3.1 - 1.3.3 Teachers have a huge impact on students. They are responsible for making them higher order thinkers and setting high expectations to not only challenge them, but help fulfill their talents, interests, capabilities and aspirations. Teachers design learning experiences conducive to their environment and interests. Element 1.4 Teachers must
It is my goal to make sure students are not just memorizing facts, but are actually understanding. They should be able to take the lesson and apply it to other areas of their lives. I believe students need to be assessed frequently and routinely. The students need accurate and effective feedback, so they can make any necessary adjustments.