Study

Envision Unit 6 - Area Review

  •   0%
  •  0     0     0

  • Fill in the blanks Area = _____ x ______
    Area = length x width
  • Find the area. Is the area and estimate?
    24 sq units - not an estimate
  • Find the area. Include correct units
    16 sq m
  • Find the area
    65 sq cm
  • Write a multiplication equation to find the area.
    4 x 4 =16 sq ft
  • What is the area of the blue figure?
    34 sq in
  • What is the length of the missing side?
    7 m
  • Fill in the blanks to write an equation to find the area of each rectangle, then the total area. ( ____ x ____ ) + ( ____ x ____ ) = _____
    (3 x 5 ) + (3 x 4) = 27 sq units
  • Find the area
    28 sq in
  • Find the area of the shaded region
    37 sq in
  • Find the area of the miniature golf course
    56 sq ft
  • Find the area
  • Write a multiplication equation to find the area.
    6 x 7 = 42 sq cm
  • Find the area. Is the area an estimate?
    About 21 - an estimate (answer between 19-21)
  • How many unit squares would cover figure 1 and figure 2 using the unit squares shown?
    Figure 1: 4 sq units, Figure 2: 16 sq units
  • Fill in the blanks to write an equation to find the area of each rectangle, then the total area. ( ____ x ____ ) + ( ____ x ____ ) = _____
    (5 x 3) + (5 x 5) = 40 sq units
  • Find the area. Include correct units
    32 sq cm
  • Find the area of the whole figure.
    21 sq in
  • What is the length of the missing side?
    8 cm
  • Find the area
    66 sq cm
  • Find the area. Include correct units.
    18 sq ft
  • Fill in the blanks to solve for the shaded area ( ____ x ____ ) - ( ____ x ____ ) = _____
    ( 5 x 8 ) - (3 x 4) = 28 sq ft
  • Fill in the blanks to write an equation to find the area of each rectangle, then the total area. ( ____ x ____ ) + ( ____ x ____ ) = _____
    (8 x 3) + (8 x 3) = 48 sq units
  • Find the area
    50 sq ft
  • The area is 18 sq m. What is the length of the missing side?
    3 m
  • Which equation represents the total area of the green shapes?
    D: 4 x 7 = 4 x (5 + 2) = (4 x 5) + (4 x 2)