Solve for the variable.
y + 
= - 
y - 
A. y = - 
B. y = - 
C. y = 
D. y = - 
Answer: D
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Solve the problem.A basketball fieldhouse seats 15,000. Courtside seats sell for $8, endzone for $7, and balcony for $5. A full house earns $88,000 in ticket revenue. If half the courtside and balcony seats and all the endzone seats are sold, the total ticket revenue is $51,000. How many of each type of seat are there?
A. 3200 courtside, 1800 endzone, 10,000 balcony B. 4000 courtside, 1500 endzone, 9500 balcony C. 4000 courtside, 3000 endzone, 8000 balcony D. 3000 courtside, 2000 endzone, 10,000 balcony
Add or subtract, as indicated.(2r2s2 + 3r2s - 7rs) + (7r2s2 - 2r2s + 7rs - 4)
A. 9r2s2 + r2s - 14rs - 4 B. 9r2s2 + 5r2s - 14rs - 4 C. 9r2s2 + r2s - 4 D. 9r2s2 + 5r2s + 14rs + 4
Graph the function.f(x) = 
A. 
B. 
C. 
D. 
Provide a short answer.If a company decides to make a new product, there are fixed costs and variable costs associated with this new product. Explain the differences of the two types of costs and why they occur. Use an example to illustrate your point.
What will be an ideal response?