Area and Perimeter Algebraic Expressions

The perimeter of a triangle is 65 ft. Side "a" is 7 ft shorter than side "b". Side "c" is twice as long as side "a". Find the length of each side.

• Side "a" = 75 ft

  Side "b" = 80 ft

  Side "c" = 37.5 ft

• Side "a" = 15 ft

  Side "b" = 20 ft

  Side "c" = 30 ft

• Side "a" = 35 ft

  Side "b" = 40 ft

  Side "c" = 70 ft

The length of a rectangle is 2 times the width. The perimeter is 126 cm. Find the length and width of the rectangle.

• Length = 21 cm

  Width = 21 cm

• Length = 86 cm

  Width = 43 cm

• Length = 42 cm

  Width = 21 cm

• Length = 126 cm

  Width = 63 cm

What is the perimeter of the shape?

• 12 cm

• 12 cm²

• 6 cm

• 6 cm²

Find the area of the shape

• 42a²

• 15a²

• 9a²

• 8a²

The length of the rectangle is 4x and the breadth of the rectangle is 2x then the perimeter of the rectangle is

• 8x²

• 6x²

• 12x

• 12x²

The length of the rectangle is 2x and breadth is 4x then the area of the rectangle is

• 8x²

• 6x²

• 12x

• 12x²

The perimeter of a square with length x is given as

• 2x

• 4x

• x²

• x³

Which expression shows how to find the perimeter of the rectangle?

• lw

• 2(lw)

• 2l + 2w

• l + w

Write a simplified expression to represent the perimeter of the shape.

• 20x - 8

• 10x - 4

• 25x - 4

• 5x + 5x - 4

Which algebraic expression represents the area of the given rectangle>

• 4x+5

• 4x+20

• 20x

• 2x+18