Area of Half a Rectangle by Dividing into Two Equal Parts
Trending Questions
Question 1 (a)
Find the area of each of the following parallelograms:
- 1 cm2
- 5 cm2
- 15 cm2
- 20 cm2
Find the area of the given quadrilateral by using area of triangles
12Ar[ABD]+12Ar[BCD]=12 cm2
Ar[ABD]=6 cm2
Ar[ABD]=12 cm2
None of the above
- 14 cm2
- 42 cm2
- 28 cm2
- 56 cm2
- False
- True
The area of a rectangle can be expressed as the sum of area of two triangles.
True
False
- 10 cm2
- 15 cm2
- 11 cm2
- 18 cm2
Given: Area of parallelogram = Base × Height
Statement 1: A diagonal of a parallelogram divides it into two congruent triangles.
Statement 2: Areas of two congruent triangles are exactly equal
Both the statements are true and enough to determine area of a triangle
Statement 1 is true and Statement 1 is false
Statement 1 is false and Statement 2 is true
Both the statements are true but not enough to determine area of a triangle
A car's rectangular number plate was to be painted equally in blue and red as shown in the figure. What will be the total cost of painting the car's number plate if red paint costs ₹2 percm2 and blue paint costs ₹1 per cm2?
- ₹300
- ₹360
- ₹350
- ₹420
The area of the paralleogram ABCD is
- 1248
- 1120
- 1365
- 1050
(i) Sum of the areas of three triangles
(ii) Area of a rectangle − sum of the areas of five triangles