$\backslash$table$[[$Point#$,(1),(2),(3),(4),(5)],[$Units sold $-$ Q $[$pcs$],50,100,150,200,250],[$Total Revenue $-$ TR $[$$$],1000,2000,3000,4000,5000],[$Total Variable Cost $-$ VC $[$$$],500,1000,1500,2000,2500],[$Total Fixed Cost $-$ FC $[$$$],2000,2000,2000,2000,2000],[$Total Cost $-$ TC $[$$$],2500,3000,3500,4000,4500],[$Profit$/($Loss$)[$$$],(1500),(1000),(500),0,500]]$

Tasks:

$1,25p$

A$)$ Draw two sets of points $(1)$ and $(5)$ in a chart that has two axes. Vertical one represents $ $($Dollar Cost$/$Revenues$)$ and horizontal one represents Units sold $($in pcs$).$ Highlight the Break$-$even point $($BEP$)$ based on above table in a chart. Explain by your words what the BEP means for a business from Profit and Loss perspective.

$1,25p$

B$)$ Mark the lines in a chart representing the Total Revenues $($TR$),$ Total Variable Cost $($VC$),$ Total Fixed Cost $($FC$)$ and Total Cost $($TC$).$ Highlight the BEP "position" of BEP in a chart.

$1p$

C$)$ Highlight the area of Profit and Loss in the drawn chart.

$1,5p$

D$)$ How the BEP change if the Total fixed cost is reduced by $$500?$ Total Revenue and Total Variable Cost stay the same. Which lines will move on BEP chart?N