Sean is buying salad and pizza for a company lunch. Suppose that a bowl of salad costs $5.00, and a slice of pizza costs $3.00.
Let E
E be the amount in dollars that Sean spends on salad and pizza. If Sean buys S
S bowls of salad and P
PÂ slices of pizza, then the total amount of money he spends (E
E) can be represented by the equation   .
Now rearrange the equation you wrote above so that P
P is written in terms of E
E and S
S. The quantity of pizza he buys can be represented by the equation   .
Suppose Sean has $30.00 to spend on salad and pizza; that is, E=$30.00
E=$30.00.
Assuming individual-individual C exists. Sean is purchasing Salad (PS) costing 5 dollars as well as pizza (PP) costing 3 dollars. In this case, E is let to be cumulative amount spent on P and S by C.
Absolute spending is similar to amount of good P and S expenses.
"E = 5.00 S + 3P"
In S and E, P equation is composed.
"3P = E - 5.00S"
"P = \\frac{E-5.00S}{3}"
The needed equation is therefore;
"P = \\frac{E-5.00S}{3}"
Individual C will therefore have $30 spending on goods E.
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