We are given the following two equations
Let us subtract the second equation from the first equation.
Therefore, the result of subtracting the second equation from the first is
Answer: I believe the answer would be $42,890.80 is the total annual(yearly value) of Almas job.
Step-by-step explanation: First you need to figure out that $19.20 x 37= $710.40(hourly wage per week). Then, you need to figure out that $710.40 x 52 = $36,940.80(the weekly wage x the 52 weeks in the year). Next, add the yearly medical coverage. $5,500 + $36,940.80 = $42,440.80. Now, you know that 1/2 of the dental is going to be $350 and 1/2 of the life insurance is going to be $100. Add those to your previous balance. $42,440.80 + 350 + 100 = 42,890.80.
(nx + py) / (x + y) = z, solve for p
nx + py = z(x + y)
py = z(x + y) - nx
py = zx + yz + nx
p = (zx + yz + nx) / y
Answer:
A. They are multiples of 5
Step-by-step explanation:
10 times 2= 20+5= 25
25 times 2= 50+5= 55
55 times 2= 110+5= 115
115 times 2= 230+5= 235
All of them are multiples of 5.
Hope that helped! :)
If we substitute 2 into x it'll be: