Solve the problem.There were 28,000 people at a ballgame in Los Angeles. The day's receipts were $203,000. How many people paid $11 for reserved seats and how many paid $6 for general admission?
A. 19,250 people paid $11, and 8750 people paid $6
B. 7000 people paid $11, and 21,000 people paid $6
C. 8750 people paid $11, and 19,250 people paid $6
D. 21,000 people paid $11, and 7000 people paid $6
Answer: B
You might also like to view...
Solve the problem.The perimeter of a rectangle is 34 cm. The length is 11 cm longer than the width. Find the dimensions.
A. Width: 10 cm; length: 21 cm B. Width: 3 cm; length: 14 cm C. Width: 6 cm; length: 17 cm D. Width: 3 cm; length: 11 cm
Write a linear inequality in two variables to represent the situation.A hiker can carry a maximum of 10.24 pounds of food. Containers of liquid each weigh 1.12 pounds, and containers of dry food each weigh 1.28 pounds. Write a linear inequality that describes the hiker's options for the number of containers of liquid, x, and the number of containers of dry food, y, that she can carry.
A. 10.24x + 1.28y ? 1.12 B. 1.12x + 1.28y ? 10.24 C. 1.28x + 1.12y ? 10.24 D. 1.12x + 1.28y ? 10.24
Plot the ordered pairs on the rectangular coordinate system provided.A(3, 6), B(-4, -5)
A. 
B. 
C. 
D. 
Solve.A man has $9.00 and wants to buy pretzels and soda from a vender. The pretzels cost $0.75 per bag and the soda cost $1.00 per cup. These data are summarized by the linear inequality 0.75x + 1.00y ? 9.00. Graph an inequality that describes when the cost of x bags of pretzels and y cups of soda does not exceed the amount of money the man has to spend.
A. 
B. 
C. 
D. 