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Answers
Answer:
Given :
Length of a cuboid is 15 cm .
Breadth is 12 cm .
Height is 4.5 cm .
To Find :
Volume of Cuboid .
Solution :
\longmapsto\tt{Length(l)=15\:cm}⟼Length(l)=15cm
\longmapsto\tt{Breadth(b)=12\:cm}⟼Breadth(b)=12cm
\longmapsto\tt{Height(h)=4.5\:cm}⟼Height(h)=4.5cm
Using Formula :
\longmapsto\tt\boxed{Volume\:of\:Cuboid=l\times{b}\times{h}}⟼VolumeofCuboid=l×b×h
Putting Values :
\longmapsto\tt{15\times{12}\times{4.5}}⟼15×12×4.5
\longmapsto\tt{180\times{4.5}}⟼180×4.5
\longmapsto\tt\bf{810\:{cm}^{3}}⟼810cm3
So , The Volume of the Cuboid is 810 cm³ .
____________________
Surface Area of Cuboid = 2(lb+bh+hl)
Volume of Cuboid =l × b × h
L.S.A of Cube = 4a²
T.S.A of Cube = 6a²
Volume of Cube = a³
Here :
l = length
b = breadth
h = height
a = side of cube
____________________
Explanation:
Given :
Length of a cuboid is 15 cm .
Breadth is 12 cm .
Height is 4.5 cm .
To Find :
Volume of Cuboid .
Solution :
\longmapsto\tt{Length(l)=15\:cm}⟼Length(l)=15cm
\longmapsto\tt{Breadth(b)=12\:cm}⟼Breadth(b)=12cm
\longmapsto\tt{Height(h)=4.5\:cm}⟼Height(h)=4.5cm
Using Formula :
\longmapsto\tt\boxed{Volume\:of\:Cuboid=l\times{b}\times{h}}⟼VolumeofCuboid=l×b×h
Putting Values :
\longmapsto\tt{15\times{12}\times{4.5}}⟼15×12×4.5
\longmapsto\tt{180\times{4.5}}⟼180×4.5
\longmapsto\tt\bf{810\:{cm}^{3}}⟼810cm3
So , The Volume of the Cuboid is 810 cm³ .
____________________
Surface Area of Cuboid = 2(lb+bh+hl)
Volume of Cuboid =l × b × h
L.S.A of Cube = 4a²
T.S.A of Cube = 6a²
Volume of Cube = a³
Here :
l = length
b = breadth
h = height
a = side of cube
____________________