Answer:
a. adds $10,000 in bank reserves.
Explanation:
Given that
Reserve requirement is 20%
Now if you want to pay back the loan of $10,000 so here the act of paying back the loan is that the amount of loan i.e. $10,00 would get added to the bank reserves
Therefore as per the given situation, the option a is correct
And, the same is to be considered
Thus, all the other options are incorrect
Answer:
34 % of the people must already planning to vote for Wanda
Explanation:
Let there are 100 people in the town
It is given that Wanda will convince 25 % of people vote for her
Now let there are x people who are planning to vote Wanda
Then 100-x people are not planning to vote Wanda
She have to convince 0.25 ( 100-x) people to get 50% of the vote and to win
So
x = 34
So 34 % of the people must already planning to vote for Wanda
Based on the process that Lemony Lemonade uses to make lemonade, the equivalent units for conversion costs is 1,600 units.
<h3>What equivalent units are for conversion costs?</h3>
This can be found as:
= Number of units that are WIP x Percentage of completion
Solving gives:
= 3,200 x 50%
= 1,600 units
Find out more on equivalent units at brainly.com/question/16259709
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Answer:
(a) 0; 0
(b) $150 per hour; $16.67 per hour
(c) (b) $150 per hour; $53.57 per hour
Explanation:
(a) Number of hours = 125
Marginal cost = 0 (since service is cost less upto 200 hours)
Average cost = 0
(b) Number of hours = 225
Marginal cost = $150 per hour
Total cost = $150 × (225 - 200)
= $150 × 25
= $3,750
Average cost = Total cost ÷ Number of hours
= $3,750 ÷ 225
= $16.67 per hour
(c) Number of hours = 325
Marginal cost = $150 per hour
Total cost = $150 × (325 - 200)
= $150 × 125
= $18,750
Average cost = Total cost ÷ Number of hours
= $18,750 ÷ 325
= $53.57 per hour
Answer:
Option (c) is correct.
Explanation:
Given that,
Labor costs = $175,000
Production order = $150,000
General factory use = $25,000
Factory overhead applied to production = $23,000
Therefore, the journal entry is as follows:
Work in process A/c Dr. $23,000
To Factory overhead $23,000
(To record the factory overhead applied to production)