The area of base of a cylinder is 25π cm2. If the height of cylinder is 9 cm, then find the total surface area of cylinder.
The area of base of a cylinder is 25π cm2. If the height of cylinder is 9 cm, then find the total surface area of cylinder.
The area of base of a cylinder is 25π cm2. If the height of cylinder is 9 cm, then find the total surface area of cylinder.
Akhilesh ? Apr 3 '25 at 19:31
correct answer is: 440 cm²
Explanation: The total surface area of a cylinder is calculated using the formula:TSA=2πr2+2πrh
Given the area of the base πr2=25πcm2, we find r=5cm
With height h=9cm, the total surface area is:
TSA=2π(5)2+2π(5)(9)
TSA=50π+90π
TSA=140πcm2
TSA=≈440cm2
Thus, the correct answer is OPTION a.
- OPTION a: Correct, as shown by the calculation.
- OPTION b: Incorrect, too low.
- OPTION c: Incorrect, too high.
- OPTION d: Incorrect, too low.
The area of the base of a rectangular tank is 6500 cm^2 and the volume of water contained in it is 2.6 cubic metres. The depth of the water tank is-
rahim ? Jan 8 '2020 at 10:32
Correct answer is: 4 metre
Explanation:
l×b=6500 cm2=0.65 m2
l×b×h=2.6 m3
0.65×h=2.6
h=2.60.65
h=4m
What is the volume in cubic cm of a pyramid whose area of the base is 25 sq cm and height 9 cm?
Akilesh Kharvi ? Nov 7 '2016 at 19:14
Answer is : 75
Volume of pyramid =12×Area of base×height
=12×25×9
=75cm3
What part of a ditch, 48 m long 16.5 m broad and 4 m deep can be filled by the earth got by digging a cylindrical tunnel of diameter 4 m and length 56 m ?
Nithin K ? Apr 7 '2018 at 16:54
Answer is : b.) 29
Explanation:
Volume of the earth dugout as a tunnel = πr2h
= (227)×2×2×56
= 704 m3
Volume of the ditch = (48×33)(2)×4⟹24×33×4⟹3168 m3
∴ Part required = 7043168⟹29
The radius of a right circular cone is 3 cm and its height is 4 cm. The curved surface of the cone will be
balakrishna ? Jul 2 '2017 at 11:27
Answer is 15π sq.cm
Explanation:
Slant height of the cone l=√r2+h2
= √32+42
= √9+16
=√25=5 cm
∴ Area of the curved surface
= \pi rl
=\pi \times3\times5
= 15 \pi \text{ sq.cm}