An Architect Built A Model Of A building In The Shape Of A Rectangular Prism. The Model is 25.4 Centimeters Long, 19.05 Wide, And 76.2 Centimeters Tall. One Inch Equals 2.54 Centimeters. What Is The Volume Of The Model In Cubic inches?

Respuesta :

nqomi
the volume is 14,516.1 inches.
length×width×height
then just divide by 2.54

The Model is 25.4 Centimeters Long, 19.05 Wide, And 76.2 Centimeters Tall

The volume of a rectangular prism = Length * width * height

Length = 25.4 cm

Width = 19.05 cm

Height = 76.2 cm

Now convert cm to inches

2.54 cm = 1 inch

Length =[tex] \frac{ 25.4 }{2.54} [/tex] = 10 inches

Width = [tex] \frac{ 19.04 }{2.54} [/tex] =7.5 inches

Height = [tex] \frac{ 76.2 }{2.54} [/tex]= 30 inches

We know volume = length * width * height

[tex] = 10 * 7.5 * 30 =2250 [/tex] cubic inches