The effect of the hard lockdown on Eskom's operations was that the parliamentary committees had to leave officials in Pretoria.
<h3>What were Eskom's operations?</h3>
Eskom's operations refer to the operation of the Electricity Supply Commission in South Africa.
When the hard lockdown was placed during the pandemic on Eskom's operations in South Africa, this led to parliamentary committees leaving the officials in Pretoria because they believed that having digital meetings will be better than face-to-face.
hence, The effect of the hard lockdown on Eskom's operations was that the parliamentary committees had to leave officials in Pretoria.
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Answer:
The correct answer is letter "B": Decreasing your stocks and increasing your bonds.
Explanation:
Target-date funds are pools of assets employees with a 401(k) retirement account can access. <em>Target-date funds consider stocks as riskier assets than bonds</em>, thus, more stocks than bonds are included in the fund of the employee at first. However, <em>as soon as the date when the employee is to retire approaches, the fund automatically lowers the number of stocks in the employee's account to include more bonds</em>, which are safer securities.
False
Aperture and shutter speed are not separate entities
Answer:
increase
increase
Explanation:
Discretionary fiscal policies are deliberate steps taken by the government to stimulate the economy in order to cause the economy to move to full employment and price stability more quickly than it might otherwise.
Discretionary fiscal policies can either be expansionary or contractionary
Expansionary fiscal policy is when the government increases the money supply in the economy either by increasing spending or cutting taxes.
Expansionary fiscal policies increases money supply which increases aggregate demand, as a result output or real GDP increases
Contractionary fiscal policies is when the government reduces the money supply in the economy either by reducing spending or increasing taxes
Answer:
True
Explanation:
Profit function would be maximised.
Profit = Revenue - Cost
Let units of both goods be = A ,B
Revenue per unit good A = 100
Revenue per unit good B = 90
Variable Cost per unit good A = 30
Variable Cost per unit good B = 25
Profit Function = (100 - 30)A + (90 - 35)B
= 60A + 65B
{The function is right without including 'average fixed cost' part of 'total cost' in the function because : average fixed cost is a constant & constant figure doesn't effect optimisation (via differentiation , ∵ d (c) = 0)
