Solve the problem.An appliance store had monthly sales of $90,600 and spent 18% of it on advertising. How much was spent on advertising?
A. $503,333
B. $50,333
C. $163,080
D. $16,308
Answer: D
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Solve the problem.A certain area of forest is populated by two species of animals, which scientists refer to as A and B for simplicity. The forest supplies two kinds of food, referred to as F1 and F2. For one year, species A requires 1.5 units of F1 and 1.05 units of F2. Species B requires 2.0 units of F1 and 1.8 units of F2. The forest can normally supply at most 909 units of F1 and 450 units of F2 per year. What is the maximum total number of these animals that the forest can support?
A. 176 animals B. 428 animals C. 300 animals D. 906 animals
Attending concerts is a favorite form of entertainment for many people. The graph shows concert attendance gradually increased from 1994 to 2004 for concerts at a small town's outdoor concert venue. In 1994, the average attendance was 935, as represented by the point src="https://sciemce.com/media/4/ppg__tttt0623191144__f1q89g3.jpg" alt="" style="vertical-align: 0.0px;" height="213" width="361" />Write the system of equations formed from the given points, P and Q, and then solve the system using the elimination method.
A. {(92.0, 34,590)}
B. {(145.7, -239,394)}
C. {(141.5, -281,216)}
D. {(103.5, -204,239)}
In 2004, the average attendance was 2350, as represented by the point 
We can find an equation of the line segment PQ using a system of equations, and then we can use the equation to approximate the attendance in any of the years between 1994 and 2004.
Factor completely using the ac method. If prime, so state.6z2 + 5z - 6
A. prime B. (2z + 3)(3z - 2) C. (2z - 3)(3z + 2) D. (6z + 3)(z - 2)
Multiply. Assume that all variables represent nonnegative real numbers.(
+ 
)(
- 
)
A. 3 + 2
B. 8
C. -2
D. 3 - 2