English, asked by frencinardz, 5 months ago

write the opposite word of success​

Answers

Answered by Braɪnlyємρєяσя
1

Answer:

GiVeN,

\bf\red{Height\: of\: cylinder}Heightofcylinder = 49cm

\bf\red{Radius\: of\: cylinder}Radiusofcylinder = 49cm

\begin{gathered}\Large\bf\pink{We\: know\: that,} \\ \end{gathered}

Weknowthat,

\begin{gathered}\orange\bigstar\:{\boxed{\blue{\bf{Total\: Surface\: Area\:=\:2\pi{r}(h\:+\:r)}}}} \\ \end{gathered}

TotalSurfaceArea=2πr(h+r)

\begin{gathered}:\implies\:\sf{Total\: Surface\: Area\:=\:2\times{\dfrac{22}{7}}\times{49}\:(49\:+\:49)} \\ \end{gathered}

:⟹TotalSurfaceArea=2×

7

22

×49(49+49)

\begin{gathered}:\implies\:\sf{Total\: Surface\: Area\:=\:2\times{22}\times{7}\times{98}} \\ \end{gathered}

:⟹TotalSurfaceArea=2×22×7×98

\begin{gathered}:\implies\:\bf\green{Total\: Surface\: Area\:=\:30,184\:cm^2} \\ \end{gathered}

:⟹TotalSurfaceArea=30,184cm

2

\begin{gathered}\Large\bf\red{Again,} \\ \end{gathered}

Again,

\begin{gathered}\blue\bigstar\:{\boxed{\orange{\bf{Curved\: Surface\: Area\:=\:2\pi{r}h}}}} \\ \end{gathered}

CurvedSurfaceArea=2πrh

\begin{gathered}:\implies\:\sf{Curved\: Surface\: Area\:=\:2\times{\dfrac{22}{7}}\times{49}\times{49}} \\ \end{gathered}

:⟹CurvedSurfaceArea=2×

7

22

×49×49

\begin{gathered}:\implies\:\sf{Curved\: Surface\: Area\:=\:2\times{22}\times{7}\times{49}} \\ \end{gathered}

:⟹CurvedSurfaceArea=2×22×7×49

\begin{gathered}:\implies\:\bf\green{Curved\: Surface\: Area\:

Explanation:

failure

Answered by vardanshibe
0

the opposite word of sucess is failure

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