In the cylindrical container, the base radius is 8 cm. If the height of the water level is 20 cm, find the volume of the water in the container.
Answers
Answer:
1.for making the text look coloured refer the below syntax and ignore the dots
[.tex]\red{the\:text\:appears\:in\:red}[./tex]
result
\red{the\:text\:appears\:in\:red}thetextappearsinred
2.for making the text marquee
[.tex]<marquee>{the\:text\:appears\:like\:this}</marquee>[./tex]
result
= < marquee > {the\:text\:appears\:like\:this} < /marquee > <marquee>thetextappearslikethis</marquee>
3. for making the text look bold
[.tex]\bold{the\:text\: appears\: like\: this }[./tex]
result =
\bold{the\:text\: appears\: like\: this }thetextappearslikethis
4. for showing the exponential value
[.tex]{no.}^{power}[./tex]
result
= {no.}^{power}[ /tex] 5. for showing the square root value [.tex]\sqrt{no.}[./tex] result = 5.forshowingthesquarerootvalue[.tex]
no.
[./tex]result=[tex]
no.
\bold{\boxed{thanx}}
thanx
follow me next
Step-by-step explanation:
Volume of cylinder = r xr? xh
Substituting the values -
= 3.14 x (8)2 x 30
= 3.14 x 64 x 30
= 4021.76
= 4.0218 litres