AE Math

This PDF document contains a fill-in-the-blank guided notes page about sine and cosine as cofunctions. After learning about the trig ratios (SOH-CAH-TOA), the focus of this lesson is to understand the relationship between the sine and cosine of the the two acute angles in a right triangle. Answer key is included.

Using this handout, students are challenged to come up with a topic or skill they learned about in Algebra 1 that starts with each letter of the alphabet. I use this after state testing to get kids talking about what they've learned without the pressure of actually doing any problems.

Using this handout, students are challenged to come up with a topic or skill they learned about in Algebra 2 that starts with each letter of the alphabet. I use this after state testing to get kids talking about what they've learned without the pressure of actually doing any problems.

Using this handout, students are challenged to come up with a topic or skill they learned about in Geometry that starts with each letter of the alphabet. I use this after state testing to get kids talking about what they've learned without the pressure of actually doing any problems.

This worksheet consists of ten geometry problems that require students to set up a correct quadratic equation and solve it. Topics include: betweenness, midpoint, supplementary angles, angle bisector, parallel lines cut by a transversal, triangle sum theorem, vertical angles, triangle exterior angle theorem, and base angles of an isosceles triangles are congruent. Students must check all possible solutions for x to ensure distances are positive and angle measures are appropriately between 0 and

This set of assignments will help students practice perimeter of polygons, circumference of circles, arc length, area of polygons (parallelogram, rectangle, rhombus, square, trapezoid, triangle), area of circles and semi-circles, area of sectors, area of composite shapes calculated by adding areas, and area of shaded regions calculated by subtracting regions. Prerequisite knowledge for some problems would include Pythagorean Theorem, special right triangles, and trigonometry). Answer key include

This is a Linear Programming practice worksheet consisting of four maximization word problems. They require students to use multiple variables and multiple constraints. Students are expected to interpret and set up the inequalities, but this worksheet does not require the actual solving. An answer key is included.

This assessment is 12 questions with a bonus. Topics include perimeter of polygons, circumference of circles, arc length, area of polygons (parallelogram, rectangle, rhombus, square, trapezoid, triangle), area of circles and semi-circles, area of sectors, area of composite shapes calculated by adding areas, and area of shaded regions calculated by subtracting regions. Prerequisite knowledge for some problems would include Pythagorean Theorem, special right triangles, and trigonometry). Answer ke

This packet is the ANSWER KEY to the set of notes that will walk students through perimeter of polygons, circumference of circles, arc length, area of polygons (parallelogram, rectangle, rhombus, square, trapezoid, triangle), area of circles and semi-circles, area of sectors, area of composite shapes calculated by adding areas, and area of shaded regions calculated by subtracting regions. Prerequisite knowledge for some problems would include Pythagorean Theorem, special right triangles, and tri

This packet is set of notes will walk students through perimeter of polygons, circumference of circles, arc length, area of polygons (parallelogram, rectangle, rhombus, square, trapezoid, triangle), area of circles and semi-circles, area of sectors, area of composite shapes calculated by adding areas, and area of shaded regions calculated by subtracting regions. Prerequisite knowledge for some problems would include Pythagorean Theorem, special right triangles, and trigonometry). Answer key can

This PDF document contains a fill-in-the-blank guided notes page about special parallelograms and their properties. Parallelogram is at the top and then rectangle, rhombus, and square follow. The focus is how the parallelogram passes on all its properties to the other 3 quadrilaterals, and how the square inherits all the properties of the other 3 quadrilaterals. Answer key is included.