04/25/2022-04/29/2022

MONDAY: Students will estimate and find exact answers to solve problems involving weight. Students will also estimate and solve problems involving weight that might appear on a mathematics test.

MATH STANDARD(S): NC.3.MD.2: Solve problems involving customary measurement.

OBJECTIVE(S):

  • Understand that one way objects can be measured is by how heavy or light they are.

  • Identify items that can be measured in units of weight.

  • Understand relative weights of 1 ounce and 1 pound.

  • Use unit size to estimate weight.

  • Solve one-step problems involving weight.

VOCABULARY: weight, ounce (oz), pound (lb), measure, to estimate, an estimate

ESSENTIAL QUESTION(S): How are finding capacity and weight alike? How are they different?

I CAN STATEMENT(S): I can explain how finding capacity and weight are alike. I can also explain how they are different.

TUESDAY: Students will interpret data from picture graphs and bar graphs to solve one- and two-step problems. Students will also interpret picture graphs and bar graphs to solve problems that might appear on a mathematics test.

MATH STANDARD(S): NC.3.MD.3: Represent and interpret scaled picture and bar graphs.

OBJECTIVE(S):

  • Interpret data displayed in a bar graph to solve one- and two-step problems involving addition and subtraction.

  • Interpret data displayed in a picture graph to solve one- and two-step problems involving addition, subtraction, and multiplication.

  • Recognize that data displayed in picture graphs and bar graphs can be represented by a scale other than 1.

  • Use multiplication to determine the number of items in data categories on graphs with a scale other than 1.

VOCABULARY: scale, key, data, bar graph, picture graph

ESSENTIAL QUESTION(S): What is a scaled graph?

I CAN STATEMENT(S): I can explain what a scaled graph is.

WEDNESDAY: Students will think about the data and scale as they complete or draw their bar graphs and picture graphs. Students will also answer questions about graph scales and data used to create bar graphs and picture graphs that might appear on a mathematics test.

MATH STANDARD(S): NC.3.MD.3: Represent and interpret scaled picture and bar graphs.

OBJECTIVE(S):

  • Draw a scaled picture graph.

  • Draw a scaled bar graph.

  • Collect a set of data by asking a question.

  • Represent a set of data in a frequency table.

VOCABULARY: frequency table, data, bar graph, picture graph, scale, key

ESSENTIAL QUESTION(S): How do I draw a scaled graph?

I CAN STATEMENT(S): I can explain how I draw a scaled graph.

THURSDAY: Students will demonstrate their understanding of counting square units to find the area of a shape.

MATH STANDARD(S): NC.3.MD.5: Find the area of a rectangle with whole number side lengths by tiling without gaps or overlaps and counting unit squares.

OBJECTIVE(S):

  • Understand what a square unit is and the fact that it an be different sizes.

  • Understand that a square unit is used to measure area.

  • Understand how to measure area by covering a rectangle with square units and counting the squares.

  • Find the area of rectangles using different-sized square units, including square centimeters and meters, square inches and feet.

VOCABULARY: area, square unit

ESSENTIAL QUESTION(S): How do I find the area of a shape?

I CAN STATEMENT(S): I can describe how I find the area of a shape.

FRIDAY: Students will multiply length and width to solve problems involving areas of rectangles. Students will also find the area of rectangles to solve problems that might appear on a mathematics test. (EARLY DISMISSAL DAY!!)

MATH STANDARD(S): NC.3.MD.7: Relate area to the operations of multiplication and addition.

OBJECTIVE(S):

  • Understand that multiplying side lengths of a rectangle provides the same results as tiling it and counting the units.

  • Use the area formula for rectangles to solve mathematical problems.

  • Use the area formula for rectangles to solve real-world problems.

  • Use area models to solve area problems involving combining two rectangles.

VOCABULARY: area, square unit

ESSENTIAL QUESTION(S): How do the length and width relate to the number of rows and columns of a rectangle?

I CAN STATEMENT(S): I can explain how the length and width relate to the number of rows and columns of a rectangle.

POWER 45: Students will complete 3rd Grade Math Released EOG Test (practice).

INTERVENTION: Students will receive intervention on daily lesson(s) as presented.