Sheet $01$

Complete the following

$($a$)30C=F=$

$($K$)$

$($b$)600$ liter$/sec=$dots$-$cdotsf$\frac{t^3}{sec}$

$($d$)6$ slug$/f{t}^3=,k\frac{g}{m^3}$

$($e$)$ The mass of $1$ liter of water $(1000k\frac{g}{m}3)=----------,$ the mass of $1$ liter of oil $(800k\frac{g}{m}3)=-.---.---,$ and mercury $(13600k\frac{g}{m}3)=$

$($f$)$ The specific weight of a certain liquid is $8500\frac{N}{m}3.$ then its specific gravity is and its density

$($g$)$ A liquid when poured into a graduated cylinder is found to weigh $8N$ when occupying a volume of $500ml($milliliters$).$ then its specific weight is

$($h$)$ The absolute viscosity of water is $0\mathrm{.}012$ poises. Then its value in SI systems is

Determine the temperature in Fahrenheit if the temperature of boiling liquid nitrogen is $77$ kelvin at atmospheric pressure.

Oil occupying $200ft3$ of volume weighs $10\mathrm{.}520$Ibf. Determine specific weight, density and specific gravity.

A small drop of water is in contact with the air and has a diameter of $0\mathrm{.}05cm.$ If the pressure within the droplet is $0\mathrm{.}2\frac{N}{c}m2$ greater than the atmosphere, what is the value of the surface tension?

A clean glass tube is to be selected in the design of a manometer to measure the pressure of kerosene. Specific gravity of kerosene $=0\mathrm{.}82$ and surface tension of kerosene $=0\mathrm{.}025\frac{N}{m}.$ If the capillary rise is to be limited to $1mm,$ what is the smallest diameter $(cm)$ of the glass tube.