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Akimi4 [234]
3 years ago
15

What are the period and vertical shift of the cosecant function below? period: ; vertical shift: 1 unit up period: ; vertical sh

ift: 2 units up period: ; vertical shift: 1 unit up period: ; vertical shift: 2 units up?
Business
2 answers:
Grace [21]3 years ago
6 0

Answer:the answer is D

Explanation:i just did it on edge

Alexandra [31]3 years ago
3 0

Answer:

What period and. vertical Shift of the sosecant

function below

until up period.

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In October, Glazier Inc. reports 42,000 actual direct labor hours, and it incurs $194,000 of manufacturing overhead costs. Stand
Olin [163]

Answer:

$18,000 F

Explanation:

Actual overhead– Overhead Budgeted=

Overhead Controllable Variance

Actual overhead=$194,000

Overhead Budgeted=$212,000

$194,000–$212,000

=$18,000 F

(40,000 ×$3.80) + $60,000

=$152,000+$60,000

= $212,000

Therefore the manufacturing overhead controllable variance is $18,000 F

3 0
3 years ago
Adam Holmes is the Processing Manager of Empire Mortgage Company, a firm that processes loan applications for a number of region
Elina [12.6K]

Answer:

a. <u>Labor variances for 14 PT staff: </u>

Labor rate variance = (Standard Rate – Actual Rate) x (Actual time per app) * (number of apps. completed)

= ($50 - $52) x 1.40 x 2,604

= $7291.20 (Unfavorable)

Labor Efficiency variance = [(Standard hours per app. X number of app.) - (Actual time per App. * number of apps.)] * Std. rate

= [(1.20 * 2,604) - (1.40 * 2,604)] * $50

= [3,124.80 - 3,645.60] * $50

= $26,040 (Unfavorable)

Labor Cost variance = Labor rate variance + Labor efficiency variance

= $7,291.20 (Unfavorable) + $ 26,040 (Unfavorable)

= $33,331.20 (Unfavorable)

<u>Labor variances for 10 SD staff</u>:

Labor rate variance = (Standard Rate – Actual Rate) x (Actual time per app) * (number of apps. completed)

= ($45 - $47) * 1.20 * 1,600

= $3840 (Unfavorable)

Labor Efficiency variance = [(Standard hours per app. X number of app.) - (Actual time per App. * number of apps.)] * Std. rate

= (1.40*1,600) – (1.20*1,600)]*$45

= [2,240 – 1,920] * $45

= $14,400 (Favorable)

Labor Cost variance = Labor rate variance + Labor efficiency variance

= $3,840 (Unfavorable) + $ 14,400 (Favorable)  

= $10,560 (Favorable)

5 0
4 years ago
Moving from one point to another on a production possibilities frontier implies A. increasing the production of both goods. B. d
AleksAgata [21]

Answer:

C

Explanation:

The production possibilities curve illustrate the tradeoff facing an economy producing two goods. The production possibilities frontier shows all the possible combinations of the two products using all the available resources.

If all the available resources are being used, increasing the production of one of the goods means decreasing the production of the other good.

All points in or inside the frontier are attainable.

8 0
4 years ago
Personal selling requires the ________ flow of communication between a buyer and a seller, often in a face-to-face encounter, de
Free_Kalibri [48]

Answer:

Two-way flow

Explanation:

Personal selling is one of the methods used by salespeople to drive sales. It involves face-to-face interaction with customers who are persuaded to purchase the product.

This method relies heavily on effective communication mostly the two-way flow of communication.

Two-way flow of communication means that when a message is conveyed to the customer there is feedback to the salesperson. The feedback is used to decide the best course of action to be taken in order to complete the transaction

7 0
3 years ago
Mary's Cookies submitted an ad to the local newspaper with a coupon stating that a dozen cookies cost $2.99. The newspaper inste
ss7ja [257]

Answer:

b. Noise

Explanation:

Although there are other factors that may act as barriers to effective communication. However the most likely factor here is noise.

It is most likely that when Mary was stating that a dozen cookies cost $2.99, the newspaper staff was affected by noise coming from people or the printing press machines and thought he had heard $29.90.

3 0
3 years ago
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