Long-Grained rice. Hope this helps:)
When there is an increase in the deficit of the current account, the pressure on the home currency value all things equal would be a downward pressure.
<h3>What happens when there is a current account deficit?</h3>
A current account deficit means that the country is earning less from exporting goods to other countries than it is losing from importing from other nations.
What this means is that more money is flowing out of the country than the money that is coming in. What this leads to a loss in currency value because it points to less demand for the home currency.
This is because the deficit would place a downward pressure on the local currency. On the upside, this decrease in currency value might spur exports which would lead to a better current account balance.
In conclusion, there will be downward pressure.
Find out more on the current account at brainly.com/question/22333470
#SPJ1
<span>FALSE. The trainer should write notes as Bullet points to ensure nothing is skipped and he/she stays on task. Star the most important bullet points to be sure each trainee understands what is being taught. Notes could also include hand out sheets to give to trainees.</span>
Answer:
(B) $20 billion
Explanation:
Given a certain level of MPC, an increase in government spending (G) by a certain amount translates to an increase in aggregate demand (AD) through the relationship below.

where Δ means <em>change.</em>
<em />
Therefore, given ΔAD of $50 billion, and MPC of 0.6,

= 
= 
= ΔG = 50 * 0.4 = 20
Therefore, increase in government purchases = $20 billion.
Answer:
Price at issuance is $1,000 for both bonds.
Price of the 5 year bond after the market rate increased to 7.4% is:
PV of face value = $1,000 / (1 + 3.7%)⁸ = $747.77
PV of coupon payments = $27.50 x 6.81694 (PV annuity factor, 3.7%, 8 periods) = $187.47
Market price = $935.24
this bond's price decreased by 64.76/1,000 = 0.06476 = 6.48%
Price of the 10 year bond after the market rate increased to 7.4% is:
PV of face value = $1,000 / (1 + 3.7%)¹⁸ = $519.97
PV of coupon payments = $27.50 x 12.97365 (PV annuity factor, 3.7%, 18 periods) = $356.78
Market price = $876.75
this bond's price decreased by 123.25/1,000 = 0.12325 = 12.33%