Find the slope and y-intercept of the line.y = 5x
A. slope = -5; y-intercept = 0
B. slope = 5; y-intercept = 0
C. slope = 0; y-intercept = 5
D. slope = 
; y-intercept = 0
Answer: B
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Graph each system of inequalities and shade the portion on the graph represented by the solution set.x + 2y ? 2x - y ? 0
A. 
B. 
C. 
D. 
Find the cube root of the number. Approximate the answer to the nearest hundredth whenever appropriate.7
A. -21 B. 1.91 C. 2.65 D. 2.91
Find the minimum spanning tree for the of the graph.
?
?
Where 
?
A. The sum of the numbers associated with the edges of the minimum spanning tree is 196 B. The sum of the numbers associated with the edges of the minimum spanning tree is 202 C. The sum of the numbers associated with the edges of the minimum spanning tree is 127 D. The sum of the numbers associated with the edges of the minimum spanning tree is 136 E. The sum of the numbers associated with the edges of the minimum spanning tree is 133
Solve the application by using a system of linear inequalities in two variables.The equation that represents the proper traffic control and emergency vehicle response availability in a small city is src="https://sciemce.com/media/4/ppg__10708191732__f1q35g3.jpg" alt="" style="vertical-align: -4.0px;" /> and 
where P is the number of police cars on active duty and F is the number of fire trucks that have left the firehouse in response to a call. In order to comply with staffing limitations, the equation 
is appropriate. The number of police cars on active duty and the number of fire trucks that have left the firehouse in response to a call cannot be negative, so 
Graph the regions satisfying all the availability and staffing requirements, using the horizontal axis for P and the vertical axis for F. If 2 police cars are on active duty and 6 fire trucks have left the firehouse in response to a call, are all of the requirements satisfied? 
A. 
; Yes
B. 
; Yes
C. 
; No
D. 
; No