This update covers two weeks as we will all be off on fieldtrips most or all of the second week.
6th Grade Math – Mrs. VonFeldt
The sixth graders are beginning their unit on geometry. This week and next, we will be using area formulas to calculate the area of common polygons such as parallelograms, triangles, and trapezoids. They are working very hard on using the formulas to guide these calculations. Formulas help organize our calculations which will really help as we move into finding the area of composite figures in a few weeks.
7th Grade Math – Mrs. VonFeldt & Mrs. Evans
We are moving from statistics into our study of probability. We will begin this week with a general introduction of what it means to find the probability of an event and then we will move into finding experimental probabilities. Here is a video to help you and your student with a basic understanding of probability:
8th Grade Math – Mrs. Evans
This week in 8th grade math we will add a few new concepts to our understanding of linear equations before we do an assessment at the end of the week. We will investigate relationships that are special linear relationships. The first is called direct variation. Direct variation occurs when the value of y/x remains constant for the relationship. The y-intercept in direct variation equations is (0,0).
The other special conditions we will investigate are parallel and perpendicular lines. Parallel lines all have the same slope, but different y-intercepts. Perpendicular lines have slopes that are the negative inverse of each other. Students can find help for these topics and practice in IXL.COM, section AA of the 8th grade level. Next week, all our 8th graders will be in Washington D.C. and we will pick up on the remaining lesson in chapter 8 when we return.
Algebra – Mrs. VonFeldt
We continue to solve quadratic equations in algebra. This week, students will add three strategies to their toolkit: solve by graphing, finding square roots, and completing the square. Any of these methods will allow students to solve problems that involve a quadratic function. The key will be to determine which method is the most efficient for each problem. The video below explains how to complete the square when the leading coefficient of the quadratic is 1: