Math, asked by chsiddu2006, 4 months ago

tell me the answer best of luck​

Attachments:

Answers

Answered by Anonymous
1

\mathbb{\bold{\underline{ANSWER}}}

\fbox{\textsf{15cm}}

\mathbb{\bold{\underline{EXPLANATION:}}}

\textsf{T.S.A of Cylinder = 968cm$^{\textsf{2}}$}

\textsf{Radius of cylinder = 7cm}

\colon \to \textbf{To find the height of the cylinder :}

\textsf{To find the radius of the cell, we will use the formula for T.S.A of Cylinder}

  \bullet \textbf{ T.S.A of Cylinder = 2$\pi$r(r + h)}

\star \texttt{ T.S.A = 968cm$^{\texttt{2}}$}

\star \texttt{ Radius = 7cm}

\to \textsf{968 = 2$\pi$r(r + h)}

\to \textsf{968 = 2 x $\frac{\textsf{22}}{\textsf{7}}$ x 7 x (7 + h)}

\to \textsf{968 = 44 x (7 + h)}

\to \textsf{$\frac{\textsf{968}}{\textsf{44}}$ = 7 + h}

\to \textsf{22 = 7 + h}

\to \textsf{22 - 7 = h = 15}

\therefore \textbf{Height of Cylinder = 15cm}

Similar questions