The answer to this question is flexitime.
<span>Flexitime is a system where in employees are
working on a flexible working hour schedule that is agreed by the company management
and the employees. An example of flexitime is when an employee is allowed to
work at a schedule of 7am-4pm, 7:30am-4:30pm, and 8am-5pm. The employees can
choose any of this schedules that is agreeable to them.</span>
Answer:
develop a plan
Explanation:
President Roslin of Country XYZ knows that a new policy is needed to help solve the problem of rising unemployment in her nation. Her next step is to develop a plan.
Ps:Can I be brainliest.thx
Have a nice day
Answer:So far we have learned to measure real GDP, but how do we end up with that real GDP? Of all of the different amounts of national income and price levels that might exist, how do we gravitate toward the one that gets measured each year as real GDP?
In short, it is the interaction of the buyers and producers of all output that determines both the national income (real GDP) and the price level. In other words, the intersection of aggregate demand (AD) and short-run aggregate supply (SRAS) determines the short-run equilibrium output and price level.
Once we have a short-run equilibrium output, we can then compare it to the full employment output to figure out where in the business cycle we are. If current real GDP is less than full employment output, an economy is in a recession. If current real GDP is higher than full employment output, an economy is experiencing a boom. If the current output is equal to the full employment output, then we say that the economy is in long-run equilibrium. Output isn’t too low, or too high. It’s just right.
Explanation: hope this helps
Businesses can act ethically by being honest and fair
Answer:
Price of the Bond = $935.63
Explanation:
N = 15 x 2 = 30
I/Y = 7.0%/2 = 3.5%
PMT = 6.3% x 1000 / 2 = 31.5
FV = 1000
Using the Ms Excel Function
Price of the Bond = PV(N, I/Y), PMT, FV)
Price of the Bond = PV(30, 3.5%, 31.5, 1000)
Price of the Bond = $935.6278411
Price of the Bond = $935.63
