The Circumference Of The Base Of A Cylinder Is 24Π Mm. A Similar Cylinder Has A Base With Circumference Of 60Π Mm. The Lateral Area Of The Larger Cylinder Is 210Π Mm2. What Is The Lateral Area Of The Smaller Cylinder? 17.1Π Mm2 33.6Π Mm2 60Π Mm2 84Π Mm2

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The Circumference Of The Base Of A Cylinder Is 24Π Mm. A Similar Cylinder Has A Base With Circumference Of 60Π Mm. The Lateral Area Of The Larger Cylinder Is 210Π Mm2. What Is The Lateral Area Of The Smaller Cylinder? 17.1Π Mm2 33.6Π Mm2 60Π Mm2 84Π Mm2. → h = height of cylinder. A similar cylinder has a base with circumference of 60π mm.

18. The circumference of the base of an open cylinder at the top is 88
18. The circumference of the base of an open cylinder at the top is 88 from byjus.com

Calculate the similarity ratio ($$r$$r) of. 17.1π mm2 33.6π mm2 60π. Volume of the cylinder = πr 2 h.

What Is The Lateral Area Of The Smaller Cylinder?


Volume of the cylinder = number of balls ×. A similar cylinder has a base with circumference of 60π mm. For the larger cylinder, use the circumference to find the radius:

A Similar Cylinder Has A Base With Circumference Of 60X The Lateral Area Of The Larger Cylinder Is 210Π Mm^2.


The circumference of the base of a cylinder is 24x mm. Calculate the similarity ratio ($$r$$r) of. → h = height of cylinder.

A Similar Cylinder Has A Base With Circumference Of 60Π Mm.


The ratio between the lateral area of the larger cylinder to the lateral area of the smaller cylinder is equal to the scale factor squared. 17.1π mm2 33.6π mm2 60π. Volume of the cylinder = πr 2 h.

Find The Radius Of The Smaller Cylinder Using Its Circumference.


Volume of the sphere = (4/3)πr 3. The circumference of the base of a cylinder is 24π mm. → r = radius of cylinder.

→ R = Radius Of The Sphere.


$$24π mm = 2πr$$24πmm = 2πr, so $$r = 24 mm / 2 = 12 mm$$r = 24mm/2 = 12mm. The lateral area of the larger cylinder is 210π. The lateral area of the larger cylinder is 210π mm2.

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