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Area of Parallelograms
Goal
To show that the area of parallelograms is
the product of base and height
Key Vocabulary
Base of a parallelogram
Height of a parallelogram
Parallelogram
Parallelogram
A parallelogram is a quadrilateral where
the opposite sides are equal and
parallel.
A rectangle is a type of parallelogra.
The Base of a Parallelogram
Either pair of parallel sides of a parallelogram
are called the bases of the parallelogram.
base
base
The Height of a Parallelogram
The shortest distance (perpendicular distance)
between the bases of a parallelogram is called the
height of the parallelogram.
The height of the parallelogram is always
perpendicular to the bases.
What is the area
of this parallelogram?
b=base
h=height
Area of Parallelogram
What is the area
of this parallelogram?
CUT HERE!
b=base
h=height
Area of Parallelogram
What is the area
of this parallelogram?
MOVE TO HERE!
b=base
h=height
Area of Parallelogram
It’s the same as
the area of this rectangle
h=height
b=base
Area of Parallelogram
Arearectangle= base x height
(perpendicular height h)
h=height
b=base
Area of Parallelogram
Areaparallelogram = base x height
(perpendicular height h)
b=base
h=height
Area of Parallelogram
b
h
Area of Parallelogram
Words: Area
=(base)(height)
Symbols: A = bh
Very Important: The height must be perpendicular to the base.
Find the Area of a ParallelogramExample 1
Find the area of the parallelogram.
SOLUTION
Use the formula for the area of a parallelogram.
Substitute 9 for b and 6 for h.
A = bh Formula for the area of a parallelogram
= (9)(6) Substitute 9 for b and 6 for h.
= 54 Multiply.
The parallelogram has an area of 54
square meters.
ANSWER
Find the Height of a ParallelogramExample 2
Find the height of the parallelogram
given that its area is 78 square
meter.
SOLUTION
A = bh Formula for the area of a parallelogram
78 = 12h Substitute 78 for A and 12 for b.
6.5 = h Divide each side by 12.
The parallelogram has a height of 6.5 m.ANSWER
Find the area of the parallelogram.
1.
ANSWER 77 mm2
ANSWER 196 m2
In Exercises 4–6, A gives the area of the parallelogram.
Find the missing measure.
ANSWER h = 6 m.
ANSWER b = 6 m
ANSWER h = 4 cm
4. A = 72 m2
5. A = 30 m2
6. A = 28 cm2
THANK YOU

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CLASS IX MATHS Area of parallelogram

  • 2. Goal To show that the area of parallelograms is the product of base and height
  • 3. Key Vocabulary Base of a parallelogram Height of a parallelogram Parallelogram
  • 4. Parallelogram A parallelogram is a quadrilateral where the opposite sides are equal and parallel. A rectangle is a type of parallelogra.
  • 5. The Base of a Parallelogram Either pair of parallel sides of a parallelogram are called the bases of the parallelogram. base base
  • 6. The Height of a Parallelogram The shortest distance (perpendicular distance) between the bases of a parallelogram is called the height of the parallelogram. The height of the parallelogram is always perpendicular to the bases.
  • 7. What is the area of this parallelogram? b=base h=height Area of Parallelogram
  • 8. What is the area of this parallelogram? CUT HERE! b=base h=height Area of Parallelogram
  • 9. What is the area of this parallelogram? MOVE TO HERE! b=base h=height Area of Parallelogram
  • 10. It’s the same as the area of this rectangle h=height b=base Area of Parallelogram
  • 11. Arearectangle= base x height (perpendicular height h) h=height b=base Area of Parallelogram
  • 12. Areaparallelogram = base x height (perpendicular height h) b=base h=height Area of Parallelogram
  • 13. b h Area of Parallelogram Words: Area =(base)(height) Symbols: A = bh Very Important: The height must be perpendicular to the base.
  • 14. Find the Area of a ParallelogramExample 1 Find the area of the parallelogram. SOLUTION Use the formula for the area of a parallelogram. Substitute 9 for b and 6 for h. A = bh Formula for the area of a parallelogram = (9)(6) Substitute 9 for b and 6 for h. = 54 Multiply. The parallelogram has an area of 54 square meters. ANSWER
  • 15. Find the Height of a ParallelogramExample 2 Find the height of the parallelogram given that its area is 78 square meter. SOLUTION A = bh Formula for the area of a parallelogram 78 = 12h Substitute 78 for A and 12 for b. 6.5 = h Divide each side by 12. The parallelogram has a height of 6.5 m.ANSWER
  • 16. Find the area of the parallelogram. 1. ANSWER 77 mm2 ANSWER 196 m2
  • 17. In Exercises 4–6, A gives the area of the parallelogram. Find the missing measure. ANSWER h = 6 m. ANSWER b = 6 m ANSWER h = 4 cm 4. A = 72 m2 5. A = 30 m2 6. A = 28 cm2