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Linear and Exponential Growth
Young scholars explore the concept of linear and exponential growth. In this linear and exponential growth lesson, students collect data about China's population. Young scholars model the data to determine if it is linear or exponential.
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Scientific Notation
Learners explore the concept of expressing numbers in scientific notation. In this scientific notation instructional activity, students understand the importance of using scientific notation by finding real world examples where...
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Can I Afford This Apartment?
Students explore the concept of cost of living. In this cost of living lesson, students calculate the cost of living in an apartment along with other living expenses.
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A Statistical Look at Jewish History.
Eighth graders study the relationship between fractions, decimals and percentages by completing activities. In this research analysis lesson, 8th graders look at different websites to figure out Jewish populations in different situations.
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Finding Remainders in Pascal's Triangle
Students use clock arithmetic to find remainders. In this patterns in math lesson, students explore the relationship between clock arithmetic and remainders using a computer applet. Students also identify patterns in Pascal's triangle...
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Don't Lose Your Load!
Students create graphs using collected data. In this algebra lesson, students use spreadsheet in Excel to create graphs to interpret their data and make predictions. They rewrite word problems using algebraic expressions.
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How Much Data is That?
Students differentiate between exponential and logarithmic functions. In this algebra instructional activity, students use logarithmic properties to solve equations. They identify growth and decay of graphs.
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How are we Related?
Students differentiate functions based on their domain and range. In this algebra lesson plan, students define function, domain, range and relation. They analyze graphs and coordinate pairs for input and output values making up a function.
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Faster speed-Shorter Time
Students calculate the inverse variation, and speed given the formulas. In this algebra instructional activity, students investigate properties of conics, focusing on the hyperbola. They identify the distance between the directrix...
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Robot Ramps
Young scholars write the slope of a linear equation. In this algebra lesson, students follow a robot along a coordinate plane and create an equation to represent the ramp created. They identify the points the ramp passes through.
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Amazing Consistent Ratios
Learners derive the six trigonometric identities. For this trigonometry lesson, students find the ratios of sine, cosine and tangent using the right triangle. They use properties of the Pythagorean Theorem to find the trig identities.
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Inequalities
Sixth graders explore the concept of inequalities and how to solve them in the realm of integers. The instructor would benefit from using a number line and reviewing integers before using this lesson.
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Water Wise
Learners calculate their family's water consumption. In this water usage lesson plan, students discuss the water they use in their homes. Learners complete the 'water wise' worksheets to tally their family's use of water. Students answer...
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Getting it Right! An Investigation of the Pythagorean Theorem
In order to learn about the Pythagorean Theorem, young mathematicians investigate relations and patterns between different sides of a right triangle to look for possible relations among the squared sides. Once they have established the...
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Test On Analytic Geometry/ Play Green Globs
High schoolers engage in a lesson that focuses on analytic geometry. The lesson asked them to apply skills of relating equations when plotting them on the coordinate plane. Students construct the equations using specific criteria and...
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VARIABLES AND PATTERNS, USE AFTER INVESTIGATION THREE. DISCRETE OR CONTINUOUS LINEAR RELATIONS.
Students discover for which kind of linear function is appropriate to use the "scatter" or the "connected" term. For this lesson, students investigate functions using variables, patterns book, graph paper, rulers and the graphit program.
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