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almond37 [142]
2 years ago
11

A customer purchases 8M of City of Los Angeles 4% G.O.'s, maturing in 2038 at 95. The interest payment dates are Jan 1st and Jul

1st. The trade took place on Tuesday, Feb 1st.
How much will the customer pay for the bonds, excluding commissions and accrued interest?
Business
2 answers:
Temka [501]2 years ago
6 0

Answer:

The amount customers are expected to pay $7600 per bond

Explanation:

8M implies that the municipal bond has  $8000 as its par value.

The amount a customer would is 95% of the par value

Hence, customers are expected to pay $7600 (95%*$8000)

For instance a 5M at 105 means that the par value of the bond is $5000 but issued at 105%, which translates into $5250 without considering commissions as well as the accrued interest on the bond which might also be factored into the price.

erica [24]2 years ago
3 0

Answer:

$7,600

Explanation:

From the question, it can be deduced that the bond was issued at 95% of its par value, while the 8M indicates that it par value is $8,000. Therefore, the amount the customer will pay for the bonds without including commissions and accrued interest can be calculated as follows:

Amount to pay by the customer = Par value × Issued rate

                                                     = $8,000 × 95%

                                                     = $7,600

Therefore, the amount the customer will pay for the bonds without including commissions and accrued interest is $7,600.

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My existing business generate $135000 in EBIT. The corporate tax rate applicable to my business is 35%. Deprecaition reported in
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Answer: $99,964

Explanation:

Given that,

EBIT = $135,000

Corporate tax rate = 35% of $135,000 = $47,250

Depreciation = $25,714

Need additional cash = $20,250

Additional supplies = $10,800

Accrual including taxes and wage payable will increase by $6,750

Operating cash flow = EBIT - Taxes + Depreciation

                                  = $135,000 - $47,250 + $25,714

                                  = $113,464

Investment in operating capital = Additional capital expenditure + Increase in NWC( net working capital)

                                              = $0 + [($20,250 + $10,800) - ($10,800 + $6750)

                                              = $13,500

Free Cash Flow (FCF) = Operating cash flow - Investment in operating capital

                                    = $113,464 - $13,500

                                    = $99,964

8 0
3 years ago
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Answer:

the desire to develop all of the required resources internally.

Explanation:

5 0
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Varvara68 [4.7K]

Answer:

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