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1 | B.E.S.T. Standards for Mathematics Appendices Correlation | |||||||||||||||||||||||||
2 | Course, Title of Materials, Grade Level | |||||||||||||||||||||||||
3 | Please see Florida's B.E.S.T. Standards for Mathematics here. | |||||||||||||||||||||||||
4 | Situations Involving Operations with Numbers | Operation of Focus | Connecting Benchmark(s) | Integrated Operations within Student and Teacher Materials | ||||||||||||||||||||||
5 | Algorithms Math and Models | Representation and Translation Between Forms: Using manipulatives to model problems Drawing diagrams or pictures Creating tables, charts, or graphs Writing equations or expressions Explaining the same idea using different representations Translating between visual, numerical, symbolic, and verbal forms | MA.K12.MTR.2.1: | Step 1: Create the Flowchart Work as a class to design a simple program using flowchart steps like: Start Choose a destination (zoo = $15/student, museum = $12/student, science center = $18/student) Calculate total cost (entry fee × number of students) Add transportation cost ($100 for a bus) Is total cost ≤ $500? (Decision step) If yes, → Confirm trip and move to End If no, → Choose smaller group or cheaper destination (loop back) End | ||||||||||||||||||||||
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7 | Fluency and Automaticity | Arithematic Operation of Focus | Connecting Benchmark(s) | Integrated Basic Arithmetic Facts within Student and Teacher Materials | ||||||||||||||||||||||
8 | Math and Python Turtles | Flexible and Efficient Use of Mathematical Procedures: Mental math Written algorithms (e.g., for addition, subtraction, multiplication, division) Estimation Fact fluency (e.g., multiplication/division facts) Number decomposition or regrouping Equivalent forms (e.g., converting between fractions, decimals, percents) | MA.K12.MTR.3.1: | There is a certain order to execute math statements. This designated order is called the order of operations. Take the following arithmetic statement. How do you know what order to perform the calculations? fruits = (3 × 5)4 + 9 - 5(4 - 3) Depending on the order that you do the calculations, you'll get different answers. So what is the correct order? The designated order is as follows. Parentheses Exponents Multiplication/Division Addition/Subtraction When we have multiple examples of multiplication or division in the statement, perform them in turn from left to right. The same goes for times when we have multiple examples of addition and subtraction in a statement. Start from the left and do them in order from left to right. We won't get into the specifics of exponents in this lesson. So let's visit this equation again. fruits = (3 × 5)4 + 9 - 5(4 - 3) We do what's inside the parentheses first, so it simplifies to this. fruits = 15 × 4 + 9 - 5 * 1 Next, since there are not exponents, we do multiplication and division in order from left to right so it simplifies to this. fruits = 60 + 9 - 5 Once we are through with all the multiplication and division, we do addition and subtraction in order from left to right. In this problem, we start with addition since it is first, then we do the subtraction. fruits = 64 Following the order of operations will help guide you to get the correct answer when using math in Python. | ||||||||||||||||||||||
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10 | K-12 Mathematics Glossary | Term of Focus | Connecting Benchmark(s) | Integrated Terms within Student and Teacher Materials | ||||||||||||||||||||||
11 | Team Project and Software Development Life Cycle | Mathematical Practices: Collaborating with peers Persevering through challenges | MA.K12.MTR.1.1: | Requirements for the Turtles Team Project The team members should collaborate effectively and distribute tasks evenly among themselves. Each team member needs to create the code for a unique turtle. When the code is combined together, the turtles need to create a cohesive drawing. The drawing needs to be of something identifiable, not just abstract shapes. Each team member turtle needs to have the following: Unique turtle shape At least 2 colors other than black A shape filled in with color A loop An if statement Comments An input statement An example of pen up / pen down A function | ||||||||||||||||||||||
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13 | Properties of Operations, Equality and Inequality | Property of Focus | Connecting Benchmark(s) | Integrated Properties within Student and Teacher Materials | ||||||||||||||||||||||
14 | For Loops with Python Turtles | Pattern Recognition and Structural Thinking: Identifying numerical or geometric patterns Using properties of operations (e.g., distributive property, place value structure) Recognizing and applying repeated reasoning Decomposing numbers or expressions Generalizing from examples Ordering steps logically | MA.K12.MTR.5.1: | For Loop Let's say we want to draw a square. You might have noticed that to do this, you need to move the turtle forward and then turn 90 degrees, repeated 4 times., that's a pattern. import turtle turtle.getscreen() turtle.forward(50) turtle.left(90) turtle.forward(50) turtle.left(90) turtle.forward(50) turtle.left(90) turtle.forward(50) turtle.left(90) Instead of typing out all that code, let's use a for loop. It looks like this: import turtle turtle.getscreen() for my_counter in range(4): turtle.forward(100) turtle.left(90) Let's break down this code a bit. for my_counter in range(): This is the code to set up the for loop. The my_counter represents a kind of counter that starts at 0. Each time the loop runs, the counter increases by 1 until it reaches the value in the parentheses. In this case, the loop will run 4 times because there is a 4 inside the parentheses of range(). | ||||||||||||||||||||||
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16 | K-12 Formulas | Formula of Focus | Connecting Benchmark(s) | Integrated Formulas within Student and Teacher Materials | ||||||||||||||||||||||
17 | Algorithms Math and Models | Mathematical Modeling and Application: Translating real-life situations into math problems Creating and using models (graphs, diagrams, equations, physical objects) Using data collection, analysis, and interpretation Testing and revising methods to match real-world results Validating conclusions based on context | MA.K12.MTR.7.1: | Step 1: Create the Flowchart Work as a class to design a simple program using flowchart steps like: Start Choose a destination (zoo = $15/student, museum = $12/student, science center = $18/student) Calculate total cost (entry fee × number of students) Add transportation cost ($100 for a bus) Is total cost ≤ $500? (Decision step) If yes, → Confirm trip and move to End If no, → Choose smaller group or cheaper destination (loop back) End | ||||||||||||||||||||||
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