Question

A rectangular slab 6 m x 8 m designed as * answer one way or tow way slab​

Answer 1

42m2 is the absoultly correct answer



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Answer 2

Answer:

Explanation:

Given that a rectangular slab whose dimension is 6m × 8 m.

So,

Area of the rectangular slab = ( length × width )

Perimeter of the rectangular slab = 2 ( length + width )

Diagonal of rectangular slab = √( l² + b²)

    where l = length and b  = width.

Now,

Area of the rectangular slab = ( length × width )

                                                = ( 6  × 8 ) m²

                                               = 48 m²

Perimeter of the rectangular slab = 2 ( length + width )

                                                       = 2 ( 6 + 8 )

                                                       = 2 × 14

                                                      = 28 m

Diagonal of rectangular slab = √( l² + b²)

                                               = √{ (6)² + (8)²}

                                               = √{36 + 64 }

                                               = √100

                                               = 10 m

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