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oksano4ka [1.4K]
3 years ago
10

If the length of the axle was cut 5mm shorter, the volume would be reduced to 280.7mm3. What would be the new mass of the axle?

Business
2 answers:
klemol [59]3 years ago
7 0
So, humans are not very fast. But, they are when you factor in technology. Throughout history people have used technology to overcome limits on their physical abilities. 
yan [13]3 years ago
5 0

Answer:

2.4g

Explanation:

If the length of the axle was cut 5mm shorter, the volume would be reduced to 280.7mm3. What would be the new mass of the axle?

Assumptions will be that the axle is a brass and the density is

density is 0.00855g/mm^3

we know that density is ratio of mass of a substance per unit volume

mass is the quantity of matter in a body, it is measured in grams or kilograms. so

density=mass/volume

0.00855=mass/280.7

mass=0.00855*280.7

mass=2.399g

approximately=2.4g

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Answer:

Experience.

Explanation:

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Generally, a marketing mix is made up of the four (4) Ps;

1. Products: this is typically the goods and services that gives satisfaction to the customer's needs and wants. They are either tangible or intangible items.

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3. Place: this represents the areas of distribution of these goods and services for easier access by the potential customers.

4. Promotions: for a good sales record or in order to increase the number of people buying a product and taking services, it is very important to have a good marketing communication such as advertising, sales promotion, direct marketing etc.

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8 0
3 years ago
Sarah's Muffler Shop has one standard muffler that fits a large variety of cars. Sarah wishes to establish a reorder point syste
fenix001 [56]

Answer:

Best reorder size = 216

Reorder point = 35

Explanation:

Required:

Using the above information, find the best order size and the reorder point.

To find the best order size, EOQ, use the formula:

EOQ = \sqrt{\frac{2DS}{H}}

= \sqrt{\frac{2*3500*50}{0.25*30}}

= \sqrt{\frac{350000}{7.5}}

= 216.02

Best reorder size is 216 mufflers

To find the reorder point, use the formula:

R = d' L + z \sigma_L

Where d' = average daily demand

L = lead time in days

z = number of standard deviation from a specified probability

\sigma_L = standard deviation of usage in lead time

Daily demand, d'= \frac{3500}{300} = 12

12 mufflers

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Therefore,

R = d' L + z \sigma_L

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Answer:

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Under IRS Circular No. 230, the records the practitioner must return to the client are:

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