According to the question, Length of the rectangular surface $=6m=600cm$ Breadth of the rectangular surface $=4m=400cm$ Height of the perceived rain $=1cm$ Then, Volume of the rectangular surface...

It is given in the question that, Height of the cylindrical bucket $=32cm$ Radius of the cylindrical bucket $=18cm$ Height of conical heap $=24cm$ As we know that, Formula for volume of cylinder...

As per the question it is given that, The side of the cube $=9cm$ The largest cone that can be cut from cube will have the base diameter $=$ side of the cube $2r=9$ $r=9/2cm=4.5cm$ Now, Height of...

As per the question it is given that, Diameter of the well $=3m$ Then, the radius of the well $=3/2m=1.5m$ Depth of the well (h) $=14m$ Width of the embankment (thickness) $=4m$ Therefore, the...

According to the question it is given that, Inner radius of the well $=4m$ Depth of the well $=14m$ As we know that, Formula for Volume of the cylinder $=\pi {{r}^{2}}h$ $=\pi \times {{4}^{2}}\times...

As per the question it is given that, Radius of the circular cylinder (r) $=2/2m=1m$ Height of the well (h) $=14m$ As we know that, Formula for volume of the solid circular cylinder $=\pi...

Consider the well to be a solid right circular cylinder Radius(r) of the cylinder $=3.5/2 m=1.75m$ Depth of the well or height of the cylinder (h) $=16m$ As we know that, Volume of the cylinder...

As per the question, Diameter of the circular pond $=40m$ So, the radius of the pond $=40/2=20m=r$ Thickness (width of the path) $=2m$ As the whole view of the pond looks like a hollow cylinder. And...

According to the question it is given, Radius of the spherical ball $=3cm$ As we know that, The volume of the sphere $=4/3\pi {{r}^{2}}$ Now, it’s volume (V) $=4/3\pi {{r}^{3}}$ That the ball is...

As, per the question it is given The internal radius of hollow sphere $=2cm$ The external radius of hollow sphere $=4cm$ As we know that, Volume of the hollow sphere $4/3\pi \times \left(...

According to the question it is given that, Internal diameter of hollow sphere $=4cm$ So, the internal radius of hollow sphere $=2cm$ External diameter of hollow sphere $=8cm$ So, the external...

As per the question, Internal diameter of hollow spherical shell $=6cm$ Then, the internal radius of hollow spherical shell $=6/2=3cm=r$ External diameter of hollow spherical shell $=10cm$...

Assume the length of the pipe be h cm. Formula for volume of cuboid is $V=whl$ Now, Volume of cuboid $=\left( 53\times 40\times 15 \right)c{{m}^{3}}$ Internal radius of the pipe $=7/2cm=r$ External...

Assume the number of cones made be n It is given that, Radius of metallic sphere $=5.6cm$ Radius of the cone $=2.8cm$ Height of the cone $=3.2cm$ As we know that, Formula for volume of a sphere...

It is given that, Height of the cylindrical bucket $=32cm$ Radius of the cylindrical bucket $=18cm$ Height of conical heap $=24cm$ As we know that, Volume of cylinder $=\pi \times {{r}^{2}}\times h$...

As per the question given, The height of the cone $=28cm$ Surface area of the solid metallic sphere $=616c{{m}^{3}}$ As we know that, Surface area of the sphere $=4\pi {{r}^{2}}$ Then, $4\pi...

According to the question, Diameter of the coin $=1.75cm$ Then, its radius $=1.74/2=0.875cm$ Thickness or the height $=2mm=0.2cm$ As we know that, Volume of the cylinder $\left( {{V}_{1}}...

As per the question given, Internal diameter of the hollow sphere $=6cm$ The internal radius of the hollow sphere $=6/2cm=3cm=r$ External diameter of the hollow sphere $=10cm$ Then, the external...

As, per the question, Diameter of the copper wire $=1cm$ Radius of the copper wire $=1/2cm=0.5cm$ Length of the copper rod $=8cm$ As we know that, Formula for volume of the cylinder $=\pi...

According to the question it is given that, Radius of the copper sphere $=3cm$ As we know that, Volume of the sphere $=4/3\pi {{r}^{3}}$ $=4/3\pi \times {{3}^{3}}$ ….. (i) The copper sphere is...

Assume the radius of the big ball be $xcm$ The radius of the small ball $=x/4cm$ Let the number of balls $=n$ Then according to the question, we have Volume of n small balls $=$ Volume of the big...

According to the question it is given that, Radius of the sphere $=9/2cm$ Its volume will be $=4/3\pi {{r}^{3}}=4/3\pi {{\left( 9/2 \right)}^{3}}$ Then, the radius of the wire $=2mm=0.2cm$ Assume...

It is given that, Radius of metallic sphere $=R=10.5cm$ So, its volume $=4/3\pi {{R}^{3}}=4/3\pi {{\left( 10.5 \right)}^{3}}$ We also have, Radius of each cone $=r=3.5cm$ Height of each cone...

Assume the edges of three cubes (in cm) be $3x$, $4x$ and $5x$ respectively. Then, the volume of the cube after melting will be $={{\left( 3x \right)}^{3}}+{{\left( 4x \right)}^{3}}+{{\left( 5x...

According to the question, The radius of each spherical lead shot $=r=4/2=2cm$ Volume of each spherical lead shot $=4/3\pi {{r}^{3}}=4/3\pi {{2}^{3}}c{{m}^{3}}$ Edge of the cube $=44cm$ Volume of...

According to the question Radius of each spherical lead shot $=r=4.2/2=2.1cm$ The dimensions of the rectangular lead piece $=66cm\times 42cm\times 21cm$ So, the volume of a spherical lead shot...

It is given in the question that, Radius of each circular disc $=r =1.5/2=0.75cm$ Height of each circular disc $=h=0.2cm$ Radius of cylinder $=R=4.5/2=2.25cm$ Height of cylinder $=H=10cm$ So, the...

Given, 250 circular plates each with radius $10.5cm$ and thickness of $1.6cm$. As the plates are placed one above the other, the total height becomes $=1.6\times 25=40cm$ As we know that, Curved...

According to the question, 50 circular plates each with diameter $14cm$ Radius of circular plates $=7cm$ Thickness of plates $=0.5cm$ We have to find the total surface area As these plates is one...

It is given that, The diameter of the cylinder $=$ the height of the cylinder $⇒h=2r$, where h – height of the cylinder and r – radius of the cylinder As we know that, Volume of a cylinder $=\pi...

According to the question, Diameter of the solid cylinder $=2cm$ Length of hollow cylinder $=16cm$ The solid cylinder is recast into a hollow cylinder of length $16cm$, with external diameter of...

It is given in the question that, $2.2d{{m}^{3}}$of brass is to be drawn into a cylindrical wire of Diameter $=0.25cm$ So, radius of the wire $(r)=d/2$ $=0.25/2=0.125*{{10}^{-2}}cm$ Then,...

It is given in the question that, Radius of the spherical ball $=3cm$ As, we know that The volume of the sphere $=4/3\pi {{r}^{3}}$ Then, it’s volume (V) $=4/3\pi {{r}^{3}}$ That the ball is melted...

It is given that, A metallic block of dimension $11dm\times 1m\times 5dm$ The diameter of each bullet $=5cm$ As, we know that Formula of volume of the sphere $=4\pi {{r}^{3}}$ As, we know that,...

It is given in the question that, A solid sphere of radius, $R=8cm$ With this sphere, we have to make spherical balls of radius $r=1cm$ Now, assume that the number of balls made as n As, we know...