Math, asked by NishantRishi38, 10 months ago

A barn with a flat roof is rectangular in shape, 10 metres
wide, 13 metres long and 5 metres high. It is to be
painted inside and outside, and on the ceiling, but not
on the roof or floor. Find the total area to be painted.
(A) 590 m2
(B) 610 m2
\30
ye) 630 m2
(D) 670 m2​

Answers

Answered by bhavkirat8288
0

Answer:

pta ni yr mene kal ye khud pucha tha

Answered by bhagyashreechowdhury
0

If the barn is painted inside and outside, and on the ceiling, but not on the roof or floor, then the total area to be painted is option (A): 590 m².

Step-by-step explanation:

The dimensions of the barn with a flat roof rectangular shape:

Length, l = 13 m

Breadth, b = 10 m

Height, h = 5 m

Since the rectangular barn is to be painted inside and outside and on the ceiling but not on the roof or floor, therefore,  

The required area of the barn to be painted is given by,

= [2 * {Lateral Surface area of the rectangular cuboid}] + [Area of the ceiling]

= [2 * {2h(l+b)}] + [l * b]  

= [2 * {2*5*(13 + 10)}] + [13 * 10]  

= [20 * 23] + [130]

= 460 + 130

= 590 m²

Thus, the total area to be painted is 590 m².

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