We are given with the data: A = <span>$6,951.20 per semi-annum that is $13902.4 per annum, i equal to 1.75% compounded semi-annually, and asked for P or the present worth to maintain the withdrawal for 15 years.
the formula to be used is attached in the file (third one). substitute the i = 0.0175, n = 30, A = </span>$13902.4 and get P.
Answer:
Explanation:
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Answer:
C. some factors that are not measured or observed may affect the curve.
Explanation:
a lot of unforeseen circumstances might occur. these occurrences would not be measured in the estimated demand curve. this would lead to the estimated demand curve not matching the actual demand curve.
for example, the factors affecting the demand for bread are ; price, income, price of a substitutes. these are included in estimating the demand curve for bread. Assume that a study comes out stating that bread is harmful to the health.this reduces the demand for bread. this study wasn't anticipated and included in estimating the demand curve. as a result, the actual data would differ from the estimated data
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Answer:
Direct labor time (efficiency) variance= $22,000 favorable
Explanation:
<u>To calculate the direct labor efficiency variance, we need to use the following formula:</u>
Direct labor time (efficiency) variance= (Standard Quantity - Actual Quantity)*standard rate
Direct labor time (efficiency) variance= (3*8,000 - 22,000)*11
Direct labor time (efficiency) variance= (24,000 - 22,000)*11
Direct labor time (efficiency) variance= $22,000 favorable
