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squares!

Transcript: how they are alike has 4 congruent right angles. has 4 congruent sides. has two pairs of parallel sides. the diagonal properties of a square are that there is 2 congruent diagonals and they bisect each other at the midpoints and they meet in the center of the square. all consecutive angles are supplementary. squares in everyday life All four sides are equal unlike a trapezoid a rhombus rectangle and a kite The square also has all equal angles as well unlike the rhombus. Squares examples defination- a parellogram with congruent sides and four right angles. how it is different. The square is like a rectangle because all of its angles are equal to 90 degrees. The square is like a rhombus because it has 4 equal sides. The square is like a trapezoid because it has a pair of parallel sides. The square is like a parallelogram because it has 2 pairs of parallel sides. The square is like a kite because it is a quadrilateral. properties

Squares

Transcript: Description Of Squares Description Of Squares A steel square is a tool that carpenters use to help them get a perpendicular or right angle. It is also known as framing squares. It serves as measurement rulers marked in inches, fractional inches, and sometimes in centimeters and millimeters. Who Uses A Square? The steel square forms a 90 degree angle. It is made out of different types of metals. Woodworkers Carpenters Builders When you are using a steel square you should wear gloves in case of sharp edges. Types Of Squares How To Cut A Steel Square How To Maintain A Steel Square How To Correctly Use The Square The wider piece of the arm is called the blade. The narrower end of the arm is called the tongue. Clean off all of the grime, file down the burrs, and spray with WD-40 to prevent rusting. Then wipe it with a clean rag and keep it dry. Never use it as a hammer or pry bar. Store it were it cannot be bent. Squares By: Cecil Tillman Description Of Squares Safety Concerns For A Steel Square Lay the square flat against the object. Make sure the corner of the square fits tightly against the edge of the object. Use the square's ruler to mark the angle with a pencil or marker. Measure from corner to corner to make sure both diagonals are equal lengths before you cut. Sliding T-Bevel Drywall Square Try Square Framing Square Speed Square Combination Square

Squares

Transcript: A square is a plane figure with four equal straight sides and four right angles. By: Leslie Akaba Period 1 4-17-15 Why are items squares? Squares I think the items shown above are squares because squares are easy to manipulate with the hands. The diagonals of a square bisect each other and meet at a 90 degree angle The diagonals of a square bisects its angles Opposite sides of a square are both parallel and equal in length All four angles of a square are equal All four sides of a square are equal The diagonals of a square are equal What is a square? The area of a square is the length of one side squared. Properties of a Square Squares in the real world

Squares

Transcript: Quadrilaterals * http://us.123rf.com/400wm/400/400/hfng/hfng0903/hfng090300008/4478496-colorful-multi-color-seamless-square-tiles-for-bathroom-kitchen-or-background-use.jpg * http://i1.cpcache.com/product/29817349/rainbow_rectangle_sticker.jpg?color=White&height=460&width=460&qv=90 *http://gogeometry.com/problem/p768-parallelograms-equilateral-triangles.gif *http://www.personal.psu.edu/mjs6086/kitewebsite/diamond.jpg *http://gogeometry.com/problem/p749-triangle-rhombus-harmonic-mean.gif Rhombus Squares Parallelogram Rectangle Trapezoid Resources Kite

Squares

Transcript: English Project Introduction Our team Valentina Picollo Tanya Badolini Sharon Hopwood Yonge- Dundas Square Yonge Dundas Square in Toronto, Canada What you see What you see Booths that sell tickets Modern fountain Many rubbish bins Post box Many shops (adidas, hard rock, bar and grill, pizzeria) Double decker Posters No crowd Benches Traffic light A gym Signs Fire idrant Skyscrapers What you don't see What you don't see Pigeons Rubbish in the streets A church Old buildings Palms Ancient roads Statues Trees Cavour Square in Rome, Italy Cavour Square What you don't see Post box Modern buildings Booths that sell tickets Modern shops Many rubbish bins What you don't see: Pigeons Rubbish in the streets A church Old buildings Palms Ancient roads Statues Trees What you see What you see What we would add What we would add in our square New types of buildings Rubbish bins for every type of garbage New shops Enrich our school How to enrich our school Plant more trees and different kinds of plants Buy some rubbish bins Wi-Fi connection New curtains New smart boards A good blackboard More types of tea A cafeteria An umbrella holder Paintings

squares

Transcript: Rectangle Triangles have a slant height, height and base height Triangle w x l= area width times length equals area A rectangle has a width and a length side Half the base times the height (not the slant height) 1/2 x base x height= area width Width x length = area for a square the length and width is the same. All sides and angles are equal on a square. To find the area of a triangle must................ length to find the area of a rectangle you must ...... base slant height Area of squares, rectangles and triangles To find the area you need to .................. side

Squares Upon Squares

Transcript: Squares Upon Squares I learned how to use math terms and ideas and turn it into an essay-worthy claim. The way we wrote our claim represented a clearly mathematical way of thinking in an essay style. The reason I am sharing this assignment with you is because I was very pleased with the end result and so was my group. Our claim was cohesive and simple enough to understand. This second portfolio entry is the Squares Upon Squares group poster. The steps I took to complete this assignment are: My group and I formulated our claim for the assignment. My group and I made a mini version of it as a rough draft. My group and I completed the final version and added color.

Squares

Transcript: Measurement Purple Square Black Square Squares A square is a plain figure which has four equal straight sides and four right angles. Area of a sqaure S x S Brown Square Sqares can be any and every coulour you can think of. Size Green Square Pink Square What Is It? Red Square Yellow Square S Colours Perimeter of a square S x 4 Sqares can be all sizes, as long as all of the four sides are the same length. Blue Square Orange Square Grey Square S

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