| A | B |
|---|
| Define: Perimeter | The "perimeter" if the measure around the edges of a geometric figure. |
| Define: Area | The "area" is the inside measure of the inside of a geometric figure. |
| What is the Formula for the "Perimeter" of a rectangle? | P = 2(Lenght) + 2(Width) |
| Describe a "Rectangle": | A "rectangle" has four(4) sides with 2 sides that are the "Length" and 2 sides that are the "width" - the "lenghts" and the "widths" are equal. |
| Describe a "Square": | A "square" is a four(4) sides figure in which all the sides are "equal". |
| Give the "Formula for the Perimeter of a Square": | P = 4(sides) = 4s |
| Give the "Formula for the Perimeter of a Rectangle": | P = 2(Lenght) + 2(Width) = 2L + 2W |
| Give the "Formula for the Area of a Square": | A = side squared or base x height or lenght x width |
| What is the "Formula for the Area of a Rectangle": | A = Lenght x Width = L x W |
| Define Trapazoid: | A "trapazoid" is a 4 sided figure with a base on the top and on the bottom. |
| What is the "Formula for the Perimeter of a Trapazoid"? | P = 2(lenght) + 2(width) = 2L + 2W |
| What is the "Formula for the Area of a Trapazoid"? | A = 1/2(Height)(base #1 + base #2) = A = 1/2h(b1+b2) |
| Describe a "Parallelogram": | A "Parallelogram" is a four(4) sided figure that is a "slanted rectangle". |
| What is the "Formula for the Area of a Parallelogram:? | A = Base x Height = bh |
| What is the "Formula for the Area of a Parallelogram"? | A = Base x Height = bh |
| Describe a "Rhombus": | A "Rhombus" is a four(4) sides figure that is a "slanted square" (all four(4) side are equal) |
| What is the "Formula for the Perimeter of a Rhombus"? | P = side squared 0r 4 x sides = 4s |
| What is the "Formula for the Area of a Rhombus"? | A = 1/2 x (diagonal #1 x diagonal #2) |
| Define a "Triangle": | A "Triangle" has three(3) sides and three(3) angles. |
| What is the "Formula for the Perimeter of a Triangle"? | P = Side #1 + Side #2 + Side #3 |
| What is the "Formula for the Area of a Triangle"? | A = 1/2 x Base x Height = 1/2bh |
| Describe a "Circle": | A "circle" is a shere that has a "Diameter" across its center - a circle is 360 degrees |
| Define a "Diameter": | A "Diameter" is a straight line that goes from one edge of the circle, through the center of the cirlce, and to the other edge - a diameter is 180 degrees |
| Define a "Radius": | A "Radius" is a staight line that goes from the center of a circle to the edge - or 1/2 of the Diameter" |
| Define "Circumference" of a cirlce: | The "Circumference" is the perimeter of a circle - the measurement around the circles sides. |
| What is the "formula for the Circumference of a Circle"? | C = 2(Pie)(Radius) = 2PieR or (Pie)(Diameter) or PieD |
| What is the "Formula for the Area of a Circle"? | A = (Pie)(Radius Squared) |
