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Liono4ka [1.6K]
4 years ago
12

Match the following regulations to their appropriate categories.a. Non-compatible materials must be segregated in storage b. It

must be stacked on level and solidly supported sills c. All materials stored in tiers must be stacked, racked, blocked, interlocked or otherwise secured to prevent sliding, falling or collapse d. Keep storage areas free from accumulated materials that cause tripping, fires or explosions, or that may contribute to harboring rats and pests 1. Lumber material storage 2. Special type material storage 3. General material storage 4. Housekeeping
Business
1 answer:
LekaFEV [45]4 years ago
4 0

Answer:

a. Non-compatible materials must be segregated in storage - <u>Special type material storage</u>

Non-compatible materials means that materials are of a special type and not of the normal ones used and so this regulation relates to Special type material storage

b. It must be stacked on level and solidly supported sills -<u> Lumber material storage</u>

For lumber not to get damaged it needs to be stored in a certain way being that it should be stacked on level and solidly supported sills so this relates to Lumber storage.

c. All materials stored in tiers must be stacked, racked, blocked, interlocked or otherwise secured to prevent sliding, falling or collapse. - <u>General material storage</u>

This relates to general material storage as it is a standard method of storage aimed at preventing potential dangers.

d. Keep storage areas free from accumulated materials that cause tripping, fires or explosions, or that may contribute to harboring rats and pests. - <u>Housekeeping</u>

Housekeeping is done to keep the storage as free from calamity as possible so this regulation falls here.

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Answer:

The lump sum be of $237,228.84

Explanation:

In order to calculate how large must the lump sum be we would have to use  and calculate the formula of Present value of annuity due as follows:

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Present value of annuity due=(1+0.075)*$25,000[1-(1.075)^-15]/0.075

Present value of annuity due=$25,000*9.489153726

Present value of annuity due=$237,228.84(Approx)

The lump sum be of $237,228.84

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4 years ago
Help me please and thank you.
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3 years ago
In personal selling, the relationship must continue for a long time, as the salesperson responds to new requests for information
Ierofanga [76]

Answer:

Presentation

Explanation:

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4 0
4 years ago
Sunland Inc. has conducted the following analysis related to its product lines, using a traditional costing system (volume-based
Tanya [424]

Answer:

<h2>a. Traditional Cost</h2>

Product 540X

= Revenue - Cost

= 200,000 - 53,000

=$147,000

Product 137Y

= 162,000 - 48,000

= $114,000

Product 249S

= 92,000 - 25,000

= $67,000

<h2>B. ABC Costing</h2>

Product 540X

= Revenue - Cost

= 200,000 - 47,100

=$‭152,900‬

Product 137Y

= 162,000 - 29,000

= $‭133,000‬

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= 92,000 - 49,900

= $‭42,100‬

c.

Difference in Income for 540X

= \frac{Income under ABC - Income under Traditional costing}{Income under Traditional costing} \\\\= \frac{152,900 - 147,000}{147,000} \\\\= 0.0401

= 4.01%

Difference in Income for 137Y

= \frac{Income under ABC - Income under Traditional costing}{Income under Traditional costing} \\\\= \frac{133,000 - 114,000}{114,000} \\\\= 0.1667

= 16.67%

Difference in Income for 249S

= \frac{Income under ABC - Income under Traditional costing}{Income under Traditional costing} \\\\= \frac{42,100 - 67,000}{67,000} \\\\= -0.3716

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6 0
3 years ago
Athlete Kalen wishes to retire at age forty-five and receive annual birthday payments of $40,000 beginning on his forty-fifth bi
wolverine [178]

Answer:

1,040,000

Explanation:

We can calculate the money will Kalen need to have accumulated at age forty-five by dividing the annual birthday payments by the effective interest.

DATA

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Effective interest = i = 4%

Calculation

Value at age 45 = A / i + Co

Value at age 45 = (40000 / .04) + 40000

Value at age 45 = 1,040,000

Kalen will need to have accumulated money of 1,040,000 at age forty-five, just prior to his first $40,000 birthday payment.

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4 years ago
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