If the length of a rectangular solar panel having an area of 110 $$\text{m}^2$$​ is 10% more than its breadth, then what will be the breadth?

Correct option is A

Given:

Area of rectangle = 110 m²

Formula Used:
Area of a rectangle = Length × Breadth

Solution:

Let breadth = x
length = x+10% of x=1.1x

Area =$$1.1x \times x = 1.1x^2$$​

​$$1.1x^2 = 110$$​

​$$x^2 = \frac{110}{1.1} = 100$$​

x =$$\sqrt{100} = 1$$​0 meters