An open water tank is in the shape of a cuboid with outer dimesions length-x units breath -y units and hight -z units if the thickness of the wall is a units express the inner dimensions
Answers
Length of inner wall = x- (2a)
Breadth of the inner wall = y- (2a)
Height of the inner wall = z- (2a)
Step-by-step explanation:
Here,Length = x units
Breadth = y units
Height = z units
Volume of water tank =
Since,thickness of the wall = a units
Now,Length of inner wall = x- (2a)
Breadth of the inner wall = y- (2a)
Height of the inner wall = z- (2a)
Inner Dimensions of open water tank x-2a , y - 2a , z - a units if Water tank outer dimension with wall thickness a is x , y & z units for length , Breadth & Height respectively
Step-by-step explanation:
open water tank is in the shape of a Cuboid with outer dimensions
Length = x units
Breadth = y units
Height = z units
thickness of wall is 'a' units
Inner Dimensions :
Length = x - a - a = x - 2a units ( both side wall thickness reduced)
Breadth = y - a - a = y - 2a units ( both side wall thickness reduced)
Height = z - a units ( as open from top so only bottom thickness reduced)
Inner Dimensions: x-2a , y - 2a , z - a units
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