Store revenue

They had the same sales plan in Mr. Nový's two stores. In the first store, they exceeded the plan by 23% and in the second by 25%. They had a total turnover of € 66,000. What revenue did each store have?

Final Answer:

a =  32733.871 Eur
b =  33266.13 Eur

Step-by-step explanation:


a=1.23x
b = 1.25x
a+b=66000

a=1.23·x
b = 1.25·x
a+b=66000

a-1.23x = 0
b-1.25x = 0
a+b = 66000

Row 3 - Row 1 → Row 3
a-1.23x = 0
b-1.25x = 0
b+1.23x = 66000

Row 3 - Row 2 → Row 3
a-1.23x = 0
b-1.25x = 0
2.48x = 66000


x = 66000/2.48 = 26612.90322581
b = 0+1.25x = 0+1.25 · 26612.90322581 = 33266.12903226
a = 0+1.23x = 0+1.23 · 26612.90322581 = 32733.87096774

a = 32733.870968
b = 33266.129032
x = 26612.903226

Our linear equations calculator calculates it.



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