A cynical block of side 7 cm is surmounted by a hemisphere what is the greater diameter the hemisphere can have ? Find the surface area of the solid About the author Evelyn
The greatest diameter=side of the cube=7cm. The radius of the hemisphere =3.5cm. Now, The Surface Area of Solid=Surface Area of Cube – Surface Area of Base Hemisphere + Curve Surface Area of Hemisphere Surface Area of Cube =6×side² =6×7×7 =294sq cm Surface Area of Base of Hemisphere is, =πr² = 22/7 × 3.5² =38.5cm² Curved Surface Area of Hemisphere is, =2×38.5 =77sq cm ∴ total Surface Area is =294−38.5+77 =332.5sq cm. Reply
The greatest diameter=side of the cube=7cm.
The radius of the hemisphere =3.5cm.
Now,
The Surface Area of Solid=Surface Area of Cube – Surface Area of Base Hemisphere + Curve Surface Area of Hemisphere
Surface Area of Cube
=6×side²
=6×7×7
=294sq cm
Surface Area of Base of Hemisphere is,
=πr²
= 22/7 × 3.5²
=38.5cm²
Curved Surface Area of Hemisphere is,
=2×38.5
=77sq cm
∴ total Surface Area is =294−38.5+77
=332.5sq cm.