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the volume of a cylinder is 347.6\\mathrm{cm}^3. if the area of the bas…

Question

the volume of a cylinder is 347.6\mathrm{cm}^3. if the area of the base is 34.76\mathrm{cm}^2, what is the height?\
\bigcirc\\ 10\mathrm{cm}\
\bigcirc\\ 1\mathrm{cm}\
\bigcirc\\ 0.1\mathrm{cm}\
\bigcirc\\ 100\mathrm{cm}

Explanation:

Step1: Recall cylinder volume formula

$V = B \times h$, where $V$ = volume, $B$ = base area, $h$ = height

Step2: Rearrange to solve for height

$h = \frac{V}{B}$

Step3: Substitute given values

$h = \frac{347.6}{34.76}$

Step4: Calculate the result

$h = 10$

Answer:

10 cm