At Linda's Bakery, the expenses E to make n cakes per month is given by the equation E = 825 + 3.25n (the red line graphed below). The income I for selling n cakes is given by the equation I = 8.20n (the blue line graphed below). What does the point where they intersect tell you in this situation?
https://lh4.googleusercontent.com/iSZop6moqvTKKP0sV5n-hbiaOy-qkNnaEARNMhhgOhVpeduGfxIl4hvSqwIu4nH1mik30g
A. The minimum number of cakes needed to be sold in order to not lose money.
B. The point where the expenses equal the
income.
C. The break even point.
D. All of the above
@AlexandervonHum

Question

At Linda's Bakery, the expenses E to make n cakes per month is given by the equation E = 825 + 3.25n (the red line graphed below). The income I for selling n cakes is given by the equation I = 8.20n (the blue line graphed below). What does the point where they intersect tell you in this situation?
https://lh4.googleusercontent.com/iSZop6moqvTKKP0sV5n-hbiaOy-qkNnaEARNMhhgOhVpeduGfxIl4hvSqwIu4nH1mik30g
A. The minimum number of cakes needed to be sold in order to not lose money.
B. The point where the expenses equal the 
income.
C. The break even point.
D. All of the above
@AlexandervonHum

anonymous · Answer

@wio @yoyogators @ram_sofia somebody help pplzz