The length and breadth of a rectangle are 757 and 60 CM respectively f

1.	The length and breadth of a rectangle are 757 and 60 CM respectively find its area
Answer» ANSWER: AREA of rectangle is 45,420cm² \ $\rule{250}{2}$ EXPLANATION: Here in this question concept of area of rectangle is used. We have given SIDES of rectangle be 757cm and 60cm. We have to find area of the given rectangle. $\rule{250}{2}$ To find the area of rectangle, we can apply the following formula to find area of rectangle: ★ Area of rectangle=Length×Breadth $\rule{250}{2}$ GIVEN: Length=757cm Breadth=60cm $\rule{250}{2}$ TO FIND: Area of rectangle $\rule{250}{2}$ SOLUTION: ★ Area of rectangle=Length×Breadth Area of rectangle=757cm×60cm Area of rectangle=45,420cm². So the required area of rectangle is 45,420cm². $\rule{250}{2}$ ADDITIONAL INFORMATION: More important formulae:- ★ Perimeter of rectangle=2(L+B) ★ Perimeter of square=4×Side ★ Area of square=Side² ★ Perimeter of rhombus=4×Side ★ Area of right ANGLED triangle=½×Base×Height $\rule{250}{2}$

The length and breadth of a rectangle are 757 and 60 CM respectively find its area

Answer»

ANSWER:

AREA of rectangle is 45,420cm²

\ $\rule{250}{2}$

EXPLANATION:

Here in this question concept of area of rectangle is used. We have given SIDES of rectangle be 757cm and 60cm. We have to find area of the given rectangle.

$\rule{250}{2}$

To find the area of rectangle, we can apply the following formula to find area of rectangle:

★ Area of rectangle=Length×Breadth

$\rule{250}{2}$

GIVEN:

Length=757cm

Breadth=60cm

$\rule{250}{2}$

TO FIND:

Area of rectangle

$\rule{250}{2}$

SOLUTION:

★ Area of rectangle=Length×Breadth

Area of rectangle=757cm×60cm

Area of rectangle=45,420cm².

So the required area of rectangle is 45,420cm².

$\rule{250}{2}$

ADDITIONAL INFORMATION:

More important formulae:-

★ Perimeter of rectangle=2(L+B)

★ Perimeter of square=4×Side

★ Area of square=Side²

★ Perimeter of rhombus=4×Side

★ Area of right ANGLED triangle=½×Base×Height