Math, asked by Anonymous, 11 months ago

225 square shaped tile , each of area 1 square decimeter exactly cover a square shaped Veranda. how long is each side of square shaped veranda. ​

Answers

Answered by bhagyashreechowdhury
1

225 square-shaped Mosaic tiles, each of area 1 square decimeter exactly covering the veranda, then each side of the square-shaped veranda is 15 decimeter.

Step-by-step explanation:

The total number of square-shaped tiles = 225

Area of each tile = 1 sq. decimetre

Area of 225 square-shaped tiles = 225 sq. decimetre

Since 225 tiles will exactly cover the square-shaped veranda

Area of 225 square-shaped tiles = Area of the veranda = 225 sq. decimetre

We know the area of the square is given by

Area = side²

Each side of the veranda = √side = √225 = 15 decimeters

Thus, each side of the square-shaped veranda is 15 decimeter.

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Answered by nilesh102
3

Answer:

solution.....

given........

1)225 square shaped tile

2), each of area 1 square decimeter exactly cover a square shaped Veranda.

here....

225 square-shaped tiles, each of area 1 square decimeter .........

exactly covering the veranda, then each side of....

Answer.... the square-shaped veranda is 15 decimeter.

...... solution......

There are 225 square shaped tiles

So area of square shaped Verandah is 225 decimeter²

So side of verandah = √{225}

225

= 15 decimeter....

the square-shaped veranda is 15 decimeter.

i hope it helpfull to you..

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