PART $1$: Problem Solving $[52$ Marks$]$

Question $1$: $(12$ marks$)$

Convert the following decimal numbers $(111)$ to their binary equivalents $(3$marks$).$

Show that the binary number $100010\mathrm{.}11$ what is represents in denary number $(3$marks$).$

Consider a four$-$hour film to be displayed on a computer at $24fps.$ Each frame is $420270$ pixels and a $24-$bit RGB color encoding is being used $(5$ marks$).$

a$.$ How many bytes will be required to represent the whole film? In how many gigabytes the film in $($a$.)$ can be represented?

Draw the flowchart for the below OUBUILD Script: $(4$ marks$).$

Fall $2020-21$