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Mensuration: Surface Area and Volume: Final Assessment

Section A: Core Review

Question 1mcq
Find the volume of a cuboid with length 5 cm5\,cm, breadth 4 cm4\,cm and height 3 cm3\,cm.
A.94 cm394\,cm^3
B.12 cm312\,cm^3
C.60 cm360\,cm^3
D.47 cm347\,cm^3
Question 2mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.34 cm34\,cm
B.60 cm60\,cm
C.24 cm24\,cm
D.17 cm17\,cm
Question 3mcq
Find the volume of a cuboid with length 5 cm5\,cm, breadth 4 cm4\,cm and height 3 cm3\,cm.
A.60 cm360\,cm^3
B.94 cm394\,cm^3
C.47 cm347\,cm^3
D.12 cm312\,cm^3
Question 4mcq
Find the volume of a cuboid with length 5 cm5\,cm, breadth 4 cm4\,cm and height 3 cm3\,cm.
A.47 cm347\,cm^3
B.60 cm360\,cm^3
C.12 cm312\,cm^3
D.94 cm394\,cm^3
Question 5mcq
Find the volume of a cylinder with radius 7 cm7\,cm and height 10 cm10\,cm using π=227\pi=\frac{22}{7}.
A.220 cm3220\,cm^3
B.770 cm3770\,cm^3
C.440 cm3440\,cm^3
D.1540 cm31540\,cm^3
Question 6mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.34 cm34\,cm
B.60 cm60\,cm
C.24 cm24\,cm
D.17 cm17\,cm
Question 7mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.34 cm34\,cm
B.60 cm60\,cm
C.17 cm17\,cm
D.24 cm24\,cm
Question 8mcq
Find the volume of a cylinder with radius 7 cm7\,cm and height 10 cm10\,cm using π=227\pi=\frac{22}{7}.
A.440 cm3440\,cm^3
B.770 cm3770\,cm^3
C.1540 cm31540\,cm^3
D.220 cm3220\,cm^3

Section B: Application and Reasoning

Question 9mcq
A cone has radius 3 cm3\,cm, height 4 cm4\,cm and slant height 5 cm5\,cm. What is its curved surface area?
A.12π cm212\pi\,cm^2
B.9π cm29\pi\,cm^2
C.15π cm215\pi\,cm^2
D.20π cm220\pi\,cm^2
Question 10mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.60 cm60\,cm
B.24 cm24\,cm
C.17 cm17\,cm
D.34 cm34\,cm
Question 11mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.60 cm60\,cm
B.34 cm34\,cm
C.24 cm24\,cm
D.17 cm17\,cm
Question 12mcq
A cone has radius 3 cm3\,cm, height 4 cm4\,cm and slant height 5 cm5\,cm. What is its curved surface area?
A.9π cm29\pi\,cm^2
B.20π cm220\pi\,cm^2
C.12π cm212\pi\,cm^2
D.15π cm215\pi\,cm^2
Question 13mcq
In a review question, which unit is appropriate for volume?
A.cm3cm^3
B.cmcm
C.degrees
D.cm2cm^2
Question 14mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.17 cm17\,cm
B.34 cm34\,cm
C.24 cm24\,cm
D.60 cm60\,cm
Question 15mcq
Which unit is appropriate for volume?
A.cm3cm^3
B.degrees
C.cm2cm^2
D.cmcm
Question 16mcq
Find the curved surface area of a hemisphere of radius 7 cm7\,cm using π=227\pi=\frac{22}{7}.
A.154 cm2154\,cm^2
B.308 cm2308\,cm^2
C.616 cm2616\,cm^2
D.462 cm2462\,cm^2

Section C: Challenge and Mixed Practice

Question 17mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.60 cm60\,cm
B.24 cm24\,cm
C.34 cm34\,cm
D.17 cm17\,cm
Question 18mcq
Find the surface area of a sphere of radius 7 cm7\,cm using π=227\pi=\frac{22}{7}.
A.1437 cm21437\,cm^2
B.616 cm2616\,cm^2
C.154 cm2154\,cm^2
D.308 cm2308\,cm^2
Question 19mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.17 cm17\,cm
B.60 cm60\,cm
C.24 cm24\,cm
D.34 cm34\,cm
Question 20mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.24 cm24\,cm
B.17 cm17\,cm
C.60 cm60\,cm
D.34 cm34\,cm
Question 21mcq
Find the curved surface area of a hemisphere of radius 7 cm7\,cm using π=227\pi=\frac{22}{7}.
A.308 cm2308\,cm^2
B.462 cm2462\,cm^2
C.154 cm2154\,cm^2
D.616 cm2616\,cm^2
Question 22mcq
Find the perimeter of a rectangle of length 12 cm12\,cm and breadth 5 cm5\,cm.
A.24 cm24\,cm
B.60 cm60\,cm
C.34 cm34\,cm
D.17 cm17\,cm
Question 23mcq
Which unit is appropriate for volume?
A.cm3cm^3
B.cmcm
C.cm2cm^2
D.degrees
Question 24mcq
A student must solve a computational thinking with solids problem accurately. Which approach shows good step-by-step mathematical thinking?
A.Ignore units, labels and conditions.
B.Change the given data to make calculation easier.
C.Guess the answer without checking.
D.Break the problem into smaller steps, apply the correct rule, and check the result.