These Two Cylinders Are Congruent. Cylinder A Has A Radius Of 4 Centimeters. Cylinder B Has A Volume Of 176Π Cubic Centimeters. What Is The Height Of Cylinder B? H = Cm

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These Two Cylinders Are Congruent. Cylinder A Has A Radius Of 4 Centimeters. Cylinder B Has A Volume Of 176Π Cubic Centimeters. What Is The Height Of Cylinder B? H = Cm. We now have the volume and the radius, which we will use to get the. Thus, we can find the height of cylinder b by plugging v =.

Solved Two cylinders shown above have the same volume. If the radius
Solved Two cylinders shown above have the same volume. If the radius from www.gauthmath.com

What is the height of cylinder b? The radius of both cylinders (because they are congruent) is 4 centimeters. Thus, we can find the height of cylinder b by plugging v =.

We Now Have The Volume And The Radius, Which We Will Use To Get The.


Cylinder a has a radius of 4 centimeters. Understand the formula for the volume of a cylinder, which is given by $$v = \pi r^ {2} h$$v = πr2h, where $$v$$v is the volume, $$r$$r is the radius of the base, and $$h$$h is the height. The radius of both cylinders (because they are congruent) is 4 centimeters.

Since Cylinder A And Cylinder B Are Congruent, Their Radii Must Be The Same.


Cylinder b has a volume of 176π cubic centimeters. We know that cylinder a has a radius of 4 4 4. The answer is h = 11 cm.

For Example, If You Had A Different Cylinder With A Radius Of 5 Cm And A Volume Of 200Π Cm³, You.


However, since the radius of cylinder a is given as 4 centimeters and there is no indication that the two cylinders have different radii, we will assume that cylinder b also has a radius of 4. Thus, we can find the height of cylinder b by plugging v =. What is the height of cylinder b?

It Is Given That Both Cylinders A And B Are Congruent, Thus, Cylinder B Also Has A Radius Of 4 Centimeters.


These two cylinders are congruent. See the detailed steps and explanation by yoko. Find the height of cylinder b with radius 4 cm and volume 176π cm^3 using the formula v = \\pi r^2 h.

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