Question : The radius of a sphere is 3.5 cm. What is the total surface area of the sphere?
Option 1: 154 cm2
Option 2: 77 cm2
Option 3: 231 cm2
Option 4: 188 cm2
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Correct Answer: 154 cm2
Solution : The total surface area of a sphere ($A$), where $r$ is the radius of the sphere. $ A = 4\pi r^2 $ Substituting $r = 3.5$ cm into the formula, $ A = 4\pi (3.5)^2 = 4×\frac{22}{7}\times 12.25 =154\text{ cm}^2 $ Hence, the correct answer is 154 cm2.
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Question : Find the surface area of a sphere whose radius is 3.5 cm. Use $(\left.\pi=\frac{22}{7}\right)$.
Option 2: 152 cm2
Option 3: 146 cm2
Option 4: 160 cm2
Question : If the radius of a sphere is increased by 2 cm, then its surface area increases by 352 cm2. The radius of the sphere initially was: (use $\pi =\frac{22}{7}$)
Option 1: 4 cm
Option 2: 5 cm
Option 3: 3 cm
Option 4: 6 cm
Question : A solid sphere of diameter 7 cm is cut into two equal halves. What will be the increase in its total surface area?
Option 1: 77 cm2
Option 2: 60.5 cm2
Option 3: 65.5 cm2
Option 4: 55 cm2
Question : The total surface area of a right circular cylinder with a radius of the base 7 cm and height 20 cm, is:
Option 1: 900 cm2
Option 2: 140 cm2
Option 3: 1000 cm2
Option 4: 1188 cm2
Question : The difference between the total surface area and the lateral surface area of a cube of side 12 cm is:
Option 1: 292 cm2
Option 2: 290 cm2
Option 3: 288 cm2
Option 4: 286 cm2
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