A rectangular prism with a square base is cut from the center of a triangular prism. each side of the square base measures 1.7 units. what is the volume of the shaded solid? round to the nearest tenth of a cubic unit.

Respuesta :

 The answer to this question is = 45.4 units^3

The volume of the shaded solid rounded to the nearest tenth of a cubic unit is 45.4 cubic units

The formula for calculating the volume of a rectangular prism is expressed as:

Vr = Length * width * height

The volume of the triangular prism Vt = Base area * height

For the rectangular prism;

Vr = 1.7 × 1.7 × 4

Vr = 11.56 units³

For the triangular prism

Vt =  0.5 × 5.7 × 5 × 4

Vt = 57 units³

The volume of the shaded solid = Vt - Vr

The volume of the shaded solid = 57 - 11.56

The volume of the shaded solid = 45.44 cubic units

Hence the volume of the shaded solid rounded to the nearest tenth of a cubic unit is 45.4 cubic units.

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