Math, asked by chiruchirugowdru, 10 months ago


if theradius of a cylinder is 4cm.
and height is 10cm then total
surface area of cylinder is

Answers

Answered by Shiva2999
30

Answer:

Step-by-step explanation:

Given,

radius = 4cm

height = 10cm

Therefore, A/q

Total surface area of cylinder

= 2πr ( r + h )

= 2 × 22/7 × 4 ( 4 + 10 )

= 352cm^2

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Answered by Anonymous
62

GIVEN:-

  • \rm{Radius\:of\:the\:Cylinder=4cm}

  • \rm{Height\:Of\:the\:Cylinder=10cm}

TO FIND:-

  • Total Surface area of Cylinder

FORMULAE USED:-

  • {\huge{\boxed{\rm{2\pi r{(r+h)}}}}}

Where,

r = Radius

h= Cylinder.

Now,

\implies\rm{2\pi r{(r+h)}}

\implies\rm{2\times{\dfrac{22}{7}}\times{4}\times{(4+10)}}

\implies\rm{2\times{\dfrac{22}{7}}\times{4}\times{14}}

\implies\rm{2\times{\dfrac{22}{\cancel{7}}}\times{4}\times{\cancel{14}}}

\implies\rm{2\times{22}\times{4}\times{2}}

\implies\rm{352sqm^2}.

Hence, The Total Surface area of Cylinder is 352sqcm²

EXTRA INFORMATION.

  • \rm{Lateral\: Surface\:area\:of\:Cylinder=2\pi rh}

  • \rm{Volume\:of\:Cylinder=\pi r^2h}

  • \rm{Volume\:of\:Cone=\pi r^2\dfrac{h}{3}}.
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