6th Grade Geometry Notes Pack - Mr. Thurman



6th Grade Geometry Notes PackMr. Thurman’s Math ClassesMy name: __________________________Math Antics- PolygonsPolygon just means a multi-sided shape. Parts of Polygons: _____________________________________________________________________In Greek, the word “polygon” means __________________________________. All polygons are ________________________ shapes, which means the sides are ____________________________ so there are no __________________. Polygons are _________________________________________, or flat shapes. A _____________________ is 2D and closed, but because it is a curved shape, it is NOT a polygon. Special Names for PolygonsNumber of SidesName3Quadrilaterals58OctagonsPolygons are called ________________________________________ if all their angles are equal. Math Antics- PerimeterPerimeter: __________________________________________________________________________________________________________________________________________________________________________Perimeter is a ________-dimensional quality. The ___________________ are really important when talking about perimeter. Perimeter is the ___________________________ distance possible that goes around a shape. To find the perimeter of a polygon, __________ the length of each side, and the total length you end up with is the perimeter. 133350416560Find the perimeter1914525348615P = ________________020000P = ________________10572751847855 cm0200005 cm-4572003702053 cm0200003 cm8763002724154 cm0200004 cm5429252768604 cm0200004 cmFind the perimeter of this regular hexagon1590675317500P = ____________________020000P = ____________________57150241300408622522123406 in.0200006 in.312420013265155 in.0200005 in.27336759550404 in.0200004 in.94297540005010 in. 02000010 in. 314325695325Show and explain how to find the perimeter of this polygon: 6th Grade Math Area of ParallelogramA _______________________________ has 4 sides (is a quadrilateral), and two sets of parallel sides. Area of a parallelogram: A=b×hA=______________________b=_______________________h= _______________________In order to measure the height, it has to be __________________________________ at a ______________ degree angle on the opposite side. . Find the area of the parallelogram133350118110-5143501441454 in. 0200004 in. 4305301003305 in.40000200005 in.2590804095758 in.40000200008 in.Extended Thinking (Answer is not in the videos): How is finding the area of a parallelogram related to finding the area of a rectangle or square? ___________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________(Call Me Maybe) Half It Maybe Song Lyrics(Area of a Triangle)I worked some problems in classNeeding the area to passIt was so easy to findArea of a squareI’d trade my soul for a wishTo know the trick or the gistOf finding area of this3-sided shape, okay?Your triangles waiting for some calculatingFormula is awaiting____________________________________________, yea!Chorus: Hey calculate the ____________________ times _____________________ see?Now here’s my number, just _________________ it baby!So find the area of a ______________________________It’s _____________________________ times ________________________ seeThen _____________________ it baby-88582661595The formula for the area of a triangle is ____________________________. Find the area of this triangle: 666751022352000252451109 ft.0200009 ft.-561975102235762004083057 ft.0200007 ft.-1809759417055 ft.0200005 ft.HOW TO FIND THE AREA OF A TRAPEZOID: THE EASY WAYThe formula for finding the area of a trapezoid is6953253810005 in.0200005 in.A=(b1+b2)×h23905252247901047752273304095751765306 in.0200006 in.6953253155958 in.0200008 in.A trapezoid is _______________________ of another _____________________________, usually a ____________________________________. Review: Write the formulas to find the area of each shape in the correct boxParallelogram: Rectangle: Square: Triangle: Trapezoid: How could you use what you know about finding the area of the above polygons to find the area of this regular hexagon? 69532511131557 km0200007 km-16192511277603 km0200003 km31432516516354 km0200004 km-1714511403985314325470534229552589535_________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________020000_________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________16573505562605 km0200005 km-171450470535 ................
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