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mr_godi [17]
3 years ago
15

The standard cost of product 777 includes 2.0 units of direct materials at $6.00 per unit. During August, the company bought 29,

000 units of materials at $6.30 and used those materials to produce 16,000 units. Compute the total, price, and quantity variances for materials.
Business
1 answer:
AfilCa [17]3 years ago
8 0

Answer and Explanation:

The computation is shown below:

Total material variance = Actual quantity × Actual rate - Standard quantity × Standard rate

= 29000 × $6.3 - (16,000 units × 2) × $6

= $182,700 - $192,000

= - $9,300 favorable  

Material price variance = Actual quantity × Actual price - Actual quantity × Standard price

= (29,000 units × $6.3) - (29,000 units × $6)

= $182,700 - $174,000

= $8,700 unfavorable  

Material quantity variance =  Standard quantity × Actual quantity - Standard rate × Standard quantity  

= $6 × 29,000 units - $6 × (16,000 units × 2)

= $174,000 - $192,000

= -$18,000 favorable

The favorable is when the standard cost is more than the actual one while the unfavorable is when the standard cost is less than the actual one

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Answer:

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Explanation:

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Tony's Pizza's production function is shown in the table below.
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A technological efficiency is achieved, when a given output achieves the maximum possible output.

<h3>Why the pizzeria is technologically efficient?</h3>

a) Suppose Tony operates Plant 2. He hires 2 workers and produces 20 pizzas a day. Is the pizzeria technologically efficient? Why or why not?

The firm is not technologically efficient. The production function shows that with 2 ovens and 2 workers it is possible to produce 22 pizzas a day.

b) Suppose Tony operates Plant 1. He hires 2 workers and produces 18 pizzas per day. Is Tony's Pizza technologically efficient? Why or why not? Can Tony increase production to 22 pizzas a day in the short run? If yes, how?

Tony's Pizza technologically efficient. The production function shows that 18 pizzas is maximum output that 2 workers can produce with 1 oven. Tony can increase production to 22 pizzas per day in the short run by hiring more labor.

c) Suppose Tony operates Plant 3. What is the marginal product of labor when the fourth worker is hired? When operating Plant 3, does Tony experience diminishing marginal returns? Explain.

When the 4th worker is hired, the marginal product of labor is the change in output, 40 pizzas-33pizzas= 7 pizzas, divided by the change in the labor input, 1 worker. So, the marginal product of labor for the 4th worker is 7 pizzas per day.

Tony experiences diminishing marginal returns because the marginal product of labor diminishes as more workers are hired.

d) Suppose Tony currently uses Plant 3. Can he increase production from 40 to 50 pizzas per day in the short run? In the long run? If yes, how?

If Tony uses Plant 3, he cannot increase production from 40 to 50 pizzas per day in the short run. The short-run production function for plant 3 shows that the maximum output that the firm can produce with this plant is 48 pizzas per day.

Learn more about pizzeria, refer to the link:

brainly.com/question/14408003

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E.g. introduction of new IT or other systems and processes may require new staff training, fewer staff

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E.g. new product development and entry into a new market may require changes to organisational structure and recruitment of a new sales team

Financial strategies

E.g. a decision to reduce costs by outsourcing training would result in changes to training programmes

External influences on HRM objectives

Market changes

E.g. a loss of market share to a competitor may require a change in divisional management or job losses to improve competitiveness

Economic changes

E.g. changes in the level of unemployment and the labour market will affect the supply of available people and their pay rates

Technological changes

E.g. the rapid growth of social networking may require changes to the way the business communicates with employees and customers

E.g. the growing number of single-person households is increasing demand from employees for flexible working options

Political & legal changes

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