This page lists the Learning Objectives for each core lesson in Unit 2
of 13.
Geometry and the Circle
The student will be able to:
- Define and identify circles and their parts (point, diameter, radius, chord).
- Define line segment and plane.
- Explain the relationship between diameter and chord.
- Identify connections between geometry and the real world.
- Apply geometric strategies to solve problems.
Circumference of Circles
The student will be able to:
- Define circles, point, diameter, radius, and circumference.
- Explain that pi is constant for any circle.
- Explain the relationship between diameter and radius.
- State the formula and procedure for finding the circumference of a circle.
- Compute the circumference of a circle, given the diameter.
- Compute the circumference of a circle, given the radius.
- Compute the diameter and radius of a circle, given the circumference.
- Make connections between circumference and the real world.
- Apply circumference procedures to solve problems.
Area of Circles
The student will be able to:
- Define pi.
- Recognize the difference between circumference and area of a circle.
- State the formula and procedure for finding the area of a circle.
- Compute the area of a circle, given the radius.
- Compute the area of a circle, given the diameter.
- Compute the radius and diameter of a circle, given the area.
- Make connections between the area of circles and the real world.
- Apply the procedure for finding the area of a circle to solve problems.
Practice Exercises
The student will be able to:
- Identify the formula needed to solve each problem.
- Apply perimeter and area concepts to solve problems.
- Compute the perimeter and area of various polygons.
Challenge Exercises
The student will be able to:
- Analyze each problem to identify the given information.
- Identify the concepts and formula(s) needed to solve each problem.
- Apply perimeter and area strategies to solve non-routine problems.
- Identify connections between circumference and area and the real world.
- Develop strong problem-solving skills.
Solutions
The student will be able to:
- Analyze the solution for each exercise presented in this unit.
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