here is my code :

def num$\_$tiles$()$:

tray$\_$width $=$ float$($input$("$What is the width of the tray? $"))$

tray$\_$height $=$ float$($input$("$What is the height of the tray? $"))$

tile$\_$width $=$ float$($input$("$What is the width of the tile? $"))$

tile$\_$height $=$ float$($input$("$What is the height of the tile? $"))$

# Calculate the area of the tray and tile

tray$\_$area $=$ tray$\_$width $*$ tray$\_$height

tile$\_$area $=$ tile$\_$width $*$ tile$\_$height

# Calculate number of tiles without rotation

tiles$\_$no$\_$rotation $=($tray$\_$width $//$ tile$\_$width$)*($tray$\_$height $//$ tile$\_$height$)$

# Calculate number of tiles with rotation

tiles$\_$with$\_$rotation $=($tray$\_$width $//$ tile$\_$height$)*($tray$\_$height $//$ tile$\_$width$)$

# Max number of tiles $($choosing between rotated and non$-$rotated arrangement$)$

max$\_$tiles $=$ int$($max$($tiles$\_$no$\_$rotation, tiles$\_$with$\_$rotation$))$

# Calculate total area occupied by tiles

total$\_$tile$\_$area $=$ max$\_$tiles $*$ tile$\_$area

# Calculate unoccupied area in the tray

unoccupied$\_$area $=$ tray$\_$area $-$ total$\_$tile$\_$area

# Output the results

print$($f$"$The tray has width $\{$round$($tray$\_$width, $1)\}$ and height $\{$round$($tray$\_$height, $1)\}$ and area $\{$round$($tray$\_$area, $1)\}")$

print$($f$"$The tiles have width $\{$round$($tile$\_$width, $1)\}$ and height $\{$round$($tile$\_$height, $1)\}$ and area $\{$round$($tile$\_$area, $1)\}")$

print$($f$"$The maximum number of tiles in the tray is $\{$max$\_$tiles$\}")$

print$($f$"$The total area of the tiles is $\{$round$($total$\_$tile$\_$area, $1)\}$ and the unoccupied area in the tray is $\{$round$($unoccupied$\_$area, $1)\}")$

# Run the function

num$\_$tiles$()$

I have been trying for hours and it hasnt been working what is the solution so that i can get the expected outputs $($in green $)$ and not get whats in red $($wrong$).$What is the width of the tray? $68$

What is the height of the tray? $91$

What is the width of the tile? $5$

What is the height of the tile? $10$

The tray has width $68\mathrm{.}0$ and height $91\mathrm{.}0$ and area

$6188\mathrm{.}0$

The tiles have width $5\mathrm{.}0$ and height $10\mathrm{.}0$ and area

$50\mathrm{.}0$

The maximum number of tiles in the tray is $123$

The total area of the tiles is $6150\mathrm{.}0$ and the

unoccupied area in the tray is $38\mathrm{.}0$

The maximum number of tiles in the tray is $117$

The total area of the tiles is $5850\mathrm{.}0$ and the

unoccupied area in the tray is $338\mathrm{.}0$What is the width of the tray? $68$

What is the height of the tray? $91$

What is the width of the tile? $5$

What is the height of the tile? $10$

The tray has width $68\mathrm{.}0$ and height $91\mathrm{.}0$ and area

$6188\mathrm{.}0$

The tiles have width $5\mathrm{.}0$ and height $10\mathrm{.}0$ and area

$50\mathrm{.}0$

The maximum number of tiles in the tray is $123$

The total area of the tiles is $6150\mathrm{.}0$ and the

unoccupied area in the tray is $38\mathrm{.}0$

The maximum number of tiles in the tray is $117$

The total area of the tiles is $5850\mathrm{.}0$ and the

unoccupied area in the tray is $338\mathrm{.}0$

$($The picture is one example of the tests but do know that there are many hidden tests that i dont have acces to $,$ so please make it as robust as you possibly can...$)$