Question

The length of a rectangular plot is 60% more than its
breadth. If the difference between the length and the
breadth of that rectangle is 24cm, what is the area of that
rectangle?
A) 2400 sq.cm
B) 2480 sq.cm
C) 2560 sq.cm
D) Data inadequate​

Answer 1

Answer:

option C ,2560 sq cm

Step-by-step explanation:

by using mensuration formula

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Answer 2

Answer:

The required area of rectangular plot is 2560 cm².

Step-by-step explanation:

$We have been given that length of a rectangular plot is 60% more than its</p><p>breadth. If the difference between the length and the breadth of that rectangle is 24cm.$

• Let breadth be x cm.

Then,

• Length of rectangular Plot = 160/100x cm
• Length of rectangular Plot = 8/5x cm

According to the Question's Statement!

• (8/5)x - x = 24

→ 3x/5= 24

→ 3x = 24 × 5

→ x = 40 cm

Define breadth of rectangular plot:

∴ Breadth of rectangular Plot = 40 cm

Find length of rectangular plot:

Length of Rectangular the required area of rectangular plot is 2560 cm². = 8/5 × 40

Length of Rectangular Plot = 64 cm

Find area of rectangle:

∵ Area of Rectangular Plot = Length × Breadth

0r,Area of Rectangular Plot = 64 × 40cm²

0r,Area of Rectangular Plot = 2560 cm²

• Therefore, the required area of rectangular plot is 2560 cm².