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of cylinders $\newline$ G how to solve fro the hight of $\mathrm{c}$ $\newline$ -- ixl.com/math/grade $-8$ /surface-area-of-cylinders $\newline$ Kahoot $\newline$ YouTube $\newline$ G Play Gimkit! -Enter.. $\newline$ Play Blooket $\newline$ Clever | Portal $\newline$ Q. Join a Quizizz activi.. $\newline$ Google Doc $\newline$ My IXL $\newline$ Learning $\newline$ Assessment $\newline$ Analytic: $\newline$ W. $5$ Surface area of cylinders FGU $\newline$ The surface area of this cylinder is $803$ . $3376$ square centimeters. What is the height? $\newline$ Use $\pi \approx 3.14$ and round your answer to the nearest hundredth. $\newline$ $h \approx$ $\square$ centimeters $\newline$ Submit

Full solution

Q. of cylinders

\newline

G how to solve fro the hight of

\mathrm{c}

\newline

-- ixl.com/math/grade

-8

/surface-area-of-cylinders

\newline

Kahoot

\newline

YouTube

\newline

G Play Gimkit! -Enter..

\newline

Play Blooket

\newline

Clever | Portal

\newline

Q. Join a Quizizz activi..

\newline

Google Doc

\newline

My IXL

\newline

Learning

\newline

Assessment

\newline

Analytic:

\newline

5

Surface area of cylinders FGU

\newline

The surface area of this cylinder is

803

3376

square centimeters. What is the height?

\newline

Use

\pi \approx 3.14

and round your answer to the nearest hundredth.

\newline

h \approx

\square

centimeters

\newline

Submit

Identify Formula: Identify the formula for the surface area of a cylinder, which is $2\pi rh + 2\pi r^2$ , where $r$ is the radius and $h$ is the height.
Rearrange for h: Rearrange the formula to solve for $h$ . Subtract $2\pi r^2$ from both sides, then divide by $2\pi r$ : $h = \frac{{\text{Surface Area} - 2\pi r^2}}{{2\pi r}}$ .
Assume Radius: We need the radius $r$ , but it's not provided. Assume $r$ based on typical cylinder dimensions or further information (not provided here). Let's assume $r = 10$ cm as an example.