How many degrees are there INSIDE of a triangle?
180 degrees
True or False: Polygons are 2D (flat), closed, and have straight sides.
TRUE
Name the triangle below by its ANGLES (Acute, Obtuse, or Right).
Acute (all angles SMALLER than 90 degrees)
The total DISTANCE AROUND a figure is called the _____?
Perimeter
How many sides does every quadrilateral have?
There are ____ degrees inside of a quadrilateral.
4 sides
360 degrees
The sum of the EXTERIOR angles of any polygon ALWAYS adds up to _____ degrees.
360
Name the polygon below:
Pentagon (5 sides)
Name the triangle based on its SIDES (Equilateral, Isosceles, or Scalene).
Isosceles (2 sides and 2 angles are CONGRUENT or the same)
What is the area of the triangle? (A=1/2bh)
Area = 1/2(8)(11) = 44
This quadrilateral has 4 right angles and all its sides are congruent.
Name the quadrilateral.
(Parallelogram, Rectangle, Trapezoid, Rhombus, or Square)
A Square
How many degrees are there INSIDE of a PENTAGON?
Sum = (n - 2) x 180, n is the number of sides
540 degrees
What is a 7-sided figure called?
A Heptagon
A triangle has sides 8, 15, and 17. Is it a RIGHT triangle?
Find the area AND perimeter of the parallelogram below. (A=bh)
A = 15x5 = 75
Perimeter = 15+7+15+7 = 44
This quadrilateral has only ONE pair of parallel sides.
Name the quadrilateral.
(Parallelogram, Rectangle, Trapezoid, Rhombus, or Square)
A Trapezoid
Solve for x.
x = 109 degrees
Use the formula A = 1/2(perimeter)(apothem) to find the area of the following polygon.
A = 48 cm2
A = 1/2(4x8)(3)
Use the Pythagorean Theorem (a2 + b2 = c2) to find the missing side.
b = 12
Find the area AND perimeter of the trapezoid. (A=1/2(b1+b2)h)
A = 1/2(8+5)(4) = 26
Perimeter = 22
Name the quadrilateral below:
Rhombus
Also acceptable: Parallelogram
Solve for the missing EXTERIOR angle.
x = 50 degrees
Use the formula A = 1/2(perimeter)(apothem) to find the area of the following polygon.
A = 1/2(18x5)(15) = 675
What is the PERIMETER of the triangle below?
c = 10, so the Perimeter is 10+8+6= 24 cm
Find the area of the composite figure below:
Area = 90 ft2
Solve for x.
x = 45