Find Height Of A Cylinder Quiz

8 questions

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#1 of 8: Mild

Find height of a cylinder

The volume of this cylinder is `4text{,}860pi` `text{m}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight><Cylinder3D data-props='{ "radius": 18, "height": 15, "unit": "cm", "radiusColor": "black", "heightColor": "black", "radiusLabel": "18 m", "heightLabel": "h", "interactive": false, "heightLabelOffset": 0.5, "zoom": 10, "radiusLabelOffset": 0, "hideHeightLine": false}'></Cylinder3D>

#2 of 8: Mild

Find height of a cylinder

The volume of this cylinder is `648pi` `text{ft}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight><Cylinder3D data-props='{ "radius": 6, "height": 18, "unit": "cm", "radiusColor": "black", "heightColor": "black", "radiusLabel": "6 ft", "heightLabel": "h", "interactive": false, "heightLabelOffset": 0.2, "zoom": 35, "radiusLabelOffset": 0, "hideHeightLine": false}'></Cylinder3D>

#3 of 8: Medium

Find height of a cylinder

The volume of this cylinder is `1text{,}846.32` `text{ft}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight> <Cylinder3D data-props='{ "radius": 7, "height": 12, "unit": "cm", "radiusColor": "black", "heightColor": "black", "radiusLabel": "7 ft", "heightLabel": "h", "interactive": false, "heightLabelOffset": 0.3, "zoom": 30, "radiusLabelOffset": -0.2,"radiusLabelOffsetY":-0.1, "hideHeightLine": false}'></Cylinder3D>

#4 of 8: Medium

Find height of a cylinder

The volume of this cylinder is `3text{,}617.28` `text{m}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight><Cylinder3D data-props='{ "radius": 12, "height": 8, "unit": "cm", "radiusColor": "black", "heightColor": "black", "radiusLabel": "12 m", "heightLabel": "h", "interactive": false, "heightLabelOffset": 0.5, "zoom": 12, "radiusLabelOffset": 0, "hideHeightLine": false}'></Cylinder3D>

#5 of 8: Medium

Find height of a cylinder

A cylinder has a radius of `19` m and a volume of `5text{,}667.70` `text{m}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight>

#6 of 8: Medium

Find height of a cylinder

A cylinder has a radius of `15` cm and a volume of `4text{,}945.50` `text{cm}^3`. What is the height `(h)`?<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight>

#7 of 8: Spicy

Find height of a cylinder

A cylinder has a diameter of `22` ft and a volume of `5text{,}699.10` `text{ft}^3`. What is the height `(h)`?Use `3.14` for `pi`.<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight>

#8 of 8: Spicy

Find height of a cylinder

The volume of this cylinder is `1text{,}792pi` `text{cm}^3`. What is the height `(h)`?Use `3.14` for `pi`.<highlight data-color="#666" data-style="italic">Write your answer as a whole number, simplified fraction,, or exact decimal.</highlight><Cylinder3D data-props='{ "radius": 16, "height": 7, "unit": "cm", "heightLabel": "h", "diameterLabel": "32 cm", "interactive": false, "hideHeightLine": false, "zoom": 12,"heightLabelOffset":0.5}'></Cylinder3D>

In 8th Grade, students learn about the concept of the volume of a cylinder and how to calculate the height of a cylinder when its volume is given. The cylinder has a circular base and a curved surface. “Find height of a cylinder Quiz” can help students test their understanding of this formula.

To calculate the height of a cylinder, students need to know the formula V = πr²h, where V is the volume, r is the radius of the circular base, and h is the height of the cylinder. Using this quiz, teachers can easily identify the knowledge gaps of the students and help them to understand the formula and its application.

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Grade 8

Volume

8.G.C.9