footballstarlhsn asked:


1. A farmer wants to create a 300 square foot rectangular grazing pen for his sheep. The barn will form one side of the pen, but he will will have to buy fencing for the other three sides. Find the minimum length of fencing that will be required.

2. A baseball stadium holds 20,000 people. At a selling price of $15 per ticket, the stadium fills to capacity. For each $1 in ticket price, 500 fewer tickers are sold.

a.Find the ticket price that maximizes revenue from ticket sales.
b. Find the maximum possible revenue from ticket sales in the stadium.

3. The cost to produce q goods is given by C(q)=2000+50q+2q^(2) for 0 a. Find the average cost if 70 items are sold.
b. Find the minimum average cost.
c. Find the maximum profit if each item is sold for $350.

Sara

TayTay asked:


PROBLEM>>

The attendance at the baseball game was 400 people. student tickets cost $2 and adult tickets cost $3. Total ticket sales were $1050. HOW MANY TICKETS OF EACH TYPE WERE SOLD?

can you give me the equation and answer please :]

Shane

Ballin954 asked:


Write an equation to model each situation.Then solve

The attendance at a baseball game was 400 people. Students tickets cost $2 and adult tickets cost $3.Total tickets sales were $ 1050.How many tickets of each type were sold.

The perimeter of a pool table is 30 ft.The table is twice as long as it is wide .What is the length of the pool table?

Lopez spent 1/3(a fraction) of his vacation money for travel and 2/5 of his vacation money for lodging. He spent $1100 for travel and lodging. What is the total amount of money he spent on his vacation?

Judy