Math  /  Algebra

QuestionA farm planted with AA acres of corn yields bb bushels per acre. Each bushel brings $p\$ p at market, and it costs $c\$ c to plant and harvest an acre of corn. What do the expressions cAc A and pbp b represent for the farm? cAc A is \square pbp b is \square

Studdy Solution

STEP 1

1. The farm planted AA acres of corn.
2. Each acre yields bb bushels.
3. Each bushel is sold for $p\$ p.
4. It costs $c\$ c to plant and harvest one acre of corn.

STEP 2

1. Determine what the expression cAc A represents.
2. Determine what the expression pbp b represents.

STEP 3

The expression cAc A represents the total cost to plant and harvest AA acres of corn. Since it costs $c\$ c to plant and harvest one acre, the total cost is:
Total cost=c×A \text{Total cost} = c \times A

STEP 4

The expression pbp b represents the revenue from selling the corn produced from one acre. Since each acre yields bb bushels, and each bushel brings $p\$ p, the revenue from one acre is:
Revenue per acre=p×b \text{Revenue per acre} = p \times b
The expressions are as follows: cAc A is the total cost to plant and harvest AA acres of corn. pbp b is the revenue from selling the corn produced from one acre.

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