Solve.You have taken up gardening for relaxation and have decided to fence in your new rectangular shaped masterpiece. The length of the garden is 10 meters and 36 meters of fencing is required to completely enclose it. What is the width of the garden?
A. 360 m
B. 3.6 m
C. 16 m
D. 8 m
Answer: D
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Round the whole number to the given place value.4278, hundreds
A. 4200 B. 4290 C. 4400 D. 4300
Refer to the figure to solve the problem.A linear programing problem has the objective function 
, which is to be minimized. The following graph shows the feasible set and the straight line of all combinations of x and y for which the cost is $840. Give the linear equation (in standard form) of the line of constant cost c. Then, by inspection, find the vertex of the feasible set that gives the optimal solution. 
A. y = 35 - 
x - 
; C
B. y = 175 - 
x - 
; C
C. y = 175 + 
x + 
; B
D. y = 175 - 
x - 
; B
Use one of De Morgan's laws to write the negation of the statement.I was a day late and a dollar short.
A. I was a day late or not a dollar short. B. I was not a day late and a dollar short. C. I was not a day late and not a dollar short. D. I was not a day late or not a dollar short.
A toy making company has at least 300 squares of felt, 700 oz of stuffing, and 230 ft of trim to make dogs and dinosaurs. A dog uses 1 square of felt, 4 oz of stuffing, and 1 ft of trim. A dinosaur uses 2 squares of felt, 3 oz of stuffing, and 1 ft of trim.It costs the company $1.46 to make each dog and $1.68 for each dinosaur. The company wants to minimize its costs. Use shadow values to determine how much it will cost if the supply of trim is reduced to at least 100 ft?
A. $168 B. $314 C. $146 D. $292