The total surface area of a cylinder is 2464 sq cm. The height and the radius of the cylinder are equal. Find the radius of its base
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T.S.A OF THE CYLINDER =2464 SQ CM
THE HEIGTH AND THE RADIUS OF THE CYLINDER IS EQUAL.
LET THE HEIGHT AND THE RADIUS BE x.
T.S.A OF A CYLINDER= 2*22/7*RADIUS(HEIGHT+RADIUS)
=44/7*x(x+x)
=44/7*2x RAISED TO 2
=14 CM
THEREFORE, THE HEIGHT AND THE RADIUS OF THE CYLINDER IS 14 CM.
THE HEIGTH AND THE RADIUS OF THE CYLINDER IS EQUAL.
LET THE HEIGHT AND THE RADIUS BE x.
T.S.A OF A CYLINDER= 2*22/7*RADIUS(HEIGHT+RADIUS)
=44/7*x(x+x)
=44/7*2x RAISED TO 2
=14 CM
THEREFORE, THE HEIGHT AND THE RADIUS OF THE CYLINDER IS 14 CM.
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