Answer:
Interest will be $855 x 10 years= $8,550
Explanation:
Interest
6÷100=0.06
0.06x14,250=$855
$855x10=$8,550.
How much to have paid back
At the end of 10years $8,550 would have been paid as interest
Total sum will be $14,250+$8,550=$22,800 to be paid back.
Answer:
D) Sinking fund
Explanation:
A sinking fund is an account established to be used in the settling of debts. The corporate or institution that creates a sinking fund deposits money regularly as a way of saving it for future debt payments. A sinking fund, is in away a savings account that accumulates funds for repaying large and future debts.
Municipal authorities use sinking funds to pay their bond expenses when they mature. The municipal contributes funds in the years leading to the bond's maturity. Sinking funds gives confidence to investors that the municipal will not default on its payments.
a) Internal consistency
Explanation:
The consistency of different items meant to measure the same thing within the test. An internal consistency contains a special case of reliability to split half, the scores of two halves of a single test are compared. This comparison of two tests tends to index reliability.
Answer:
The correct option is : b. When volume increases, but at a nonconstant rate.
Explanation:
Curvilinear costs is a type of expense that <u>does not increase at a constant rate with the production volume.</u> It tends to have a sudden increase at low production volumes, then remains constant in the middle and then increases at high production volumes.
The curvilinear costs does not increase linearly with the production. Therefore, curvilinear cost is also called a nonlinear cost.
<u>Therefore, curvilinear costs always increase at a nonconstant rate with the increase in the production volume.</u>
Answer:
Total materials variance = (Actual quantity * Actual price) - (Standard quantity * Standard price)
= 2,850 - (230 * 14.4)
= 462 (Favourable)
Materials price variance = (Standard price - Actual price) * Actual quantity
= [1.8 - (2,850/1,500)] * 1,500
= 150 Unfavourable
Materials quantity variance = (Standard quantity - Actual quantity) * Standard price
= [(230 * 8) - 1,500] * 1.8
= 612 Favourable
Total labour variance = (Actual hours * Actual rate) - (Standard hours * Standard rate)
= 19,458 - (230 * 84)
= 138 Unfavourable
Labour price variance = (Standard rate - Actual rate) * Actual hours
= [14 - (19,458/1,410)] * 1,410
= 282 Favourable
Labour quantity variance = (Standard hours - Actual hours) * Standard rate
= [(230 * 6) - 1,410] * 14
= 420 Unfavourable