Answer:
the one that starts at 0,17.62 and has a slope of 3
Step-by-step explanation:
Answer:
The lines are parallel
Step-by-step explanation:
If they have no solution that means that they never intersect which akes them parallel
Answer:
0.80X = Y
Step-by-step explanation:
Given that a store sells beans for 80 cent per pound to determine the equation that graphs the proportional relationship that gives the cost Y in dollars of buying X pounds of beans, the following mathematical reasoning must be performed:
Cost of each pound of beans = 0.80
0.80 x quantity (X) = Total cost (Y)
0.80X = Y
Thus, if 5 pounds of beans were purchased, the equation would operate as follows:
0.80 x 5 = Y
4 = Y
Midpoint of (x1,y1) and (x2,y2) is
((x1+x2)/2,(y1+y2)/2)
just average the x and y values
(5,-8) and (10,18)
((5+10)/2,(-8+18)/2)
(15/2,10/2)
(7.5,5)
the midpoint is (7.5,5)
Answer:simple problems
inadequate spare parts and unskilled mechanic
Intermediate problems: poor road networks and insufficient space for workshop
Complex problems:Government instability and climatic condition
Step-by-step explanation:
Simple problem
1. Inadequate spare part: If there is low or no spare part at all, the company would encountered some set back to help accelerate the operation of the company.
2. Unskilled mechanic : in case of any technical or mechanical fault, the company needs a specialist to help put the plant in order if not there would a problem.
Intermediate problems
1. Poor road networks: it is pertinent and paramount that poor road network for availability could result to low patronage from the customers.
2. Lack of space: If there is limited or small space could cause a hindrance in establishing a plant in the region.
Complex problem
1. Government instability :If there is poor government policies, it could contribute to lack of interest from both the manufacturer and the customers that patronises.
2. Climatic condition :unfavourable climate condition that could lead to displacement of people in the society can affect the success of the plant in the stipulated region.
