Review perimeter, area, surface area, and volume.
Bingo! Rules and Regulations A person needs to get 4 across, 4 down, or 4 diagonally and say “Bingo!” to win.A person needs to get 4 across, 4 down, or 4 diagonally and say “Bingo!” to win. Anyone acting inappropriately will be disqualified.Anyone acting inappropriately will be disqualified.
Make Your Bingo Card Fill in your bingo card by selecting from the following options below: These represent possible answers to the questions, and some answers may be repeated.These represent possible answers to the questions, and some answers may be repeated. 66 ft in 3 44 dm 2 80 in cm in 2 42 ft 22 m in in 2 Free Space yd 3 90 ft 736 in 2 52 cm 2 40 ft 800 in 3
Problem #1 Find the SURFACE AREA of the cube. 15 cm 15 cm
Problem #2 Find the area of the triangle below: 11 dm 8 dm
Problem #3 Find the surface area of a rectangular prism with a length of 2 cm, width of 3 cm, and height of 4 centimeters
Problem #4 Find the perimeter of the composite shape below 11 ft 6ft 6ft 9 ft
Problem #5 Find the volume of a cube with a length of 20 inches
Problem #6 Find the SURFACE AREA of the prism. 10 in. 5 in. 5 in. 18 in.
Problem #7 If the box is filled to an eighth of its capacity with skittles find the remaining space in the box. 10 in. 5 in. 5 in. 18 in.
Problem #8 Find the surface area of a prism with a height of one meter, length of two meters, and width of three meters?
Problem #9 Mrs. Jones wants to buy a box that holds a fourth of pencils as the box below. What is the volume of the box she wants to buy.
Problem #10 Find the surface area of a rectangular prism with a length of 4 feet, and a width and height of 3 feet.
Problem #11 Find the perimeter of the figure below:
Problem #12 What is the length of the cube below? 40 cm 40 cm
Problem #13 Find the area of the composite figure below: 4 m 9 m 3.5
Problem #14 Find the volume of a solid that hold seven times as much space as the prism shown below
Problem #15 Find the SURFACE AREA of the prism. 10 in. 8 in. 8 in. 16 in.
Problem #16 Find the volume of a rectangular prism with a length of 2.4 yards, height of 3.6 yards, and width of 4.2 yards