Area Perimeter Shaded Area

What is the area of the shaded region?

• 14 m²

• 120 m²

• 106 m²

• 134 m²

Look at the composite figure. How could you find the perimeter of the figure?

• Add the four side lengths shown in the diagram.

• Divide the figure into two rectangles. Find the perimeter of each rectangle. Add the two perimeters.

• Find the two missing side lengths and add them to the four side lengths shown in the diagram.

• Multiply the four side lengths shown in the diagram.

What is the area of this circle? Use the pi function on the calculator. Round your answer to two decimal places.

• 82.13

• 78.54

• 314.16

• 170.12

Look at the figure below.  What method could be used to find the area of the two-dimensional figure?

• Find the area of the trapezoid, find the area of the rectangle, and then subtract the areas.

• Find the area of the trapezoid, find the area of the rectangle, and then multiply the areas.

• Find the area of the trapezoid, find the area of the rectangle, and then divide the areas.

• Find the area of the trapezoid, find the area of the rectangle, and then add the areas.

What do you do if they ask you to find the area of ONLY the SHADED part? 

• Find the area of the shaded, find the area of the not shaded, and then ADD the shaded with the not shaded

• Find the area of the shaded polygon, find the area of the not shaded polygon and then SUBTRACT the shaded from the not shaded

• Find the area of the larger shape

Find the area of the figure shown.

• 34 units²

• 960 units²

• 220 units²

• 480 units²

Find the area of the composite figure

• 40

• 9

• 49

• 61

Find the perimeter

• 14 m

• 43.96m

• 176 m

• 191.96 m

The area of the circle would be found using which of the following formulas...  (9 cm is the radius)

• Area = π(4.5)²

• Area = π(9)²

• Area = π(18)²

• None of these

What is the formula for finding area of a rectangle?

• A = l•w

• A = s•df

• A = b•c

• A and C