Answer:
Cash payments + cash receipts = cash requirements
Explanation:
The cash budget is a budget which deals in a inflow and outflow of cash. The inflow of cash refers to the incoming of cash through receipts while the outflow of cash refers to the outgoing of cash through payments
It interprets the liquidity of the business organization whether organization has enough cash or it can be borrowed for running its organization
Therefore, the Cash payments + cash receipts = cash requirements is wrong as other equations that are given are right
<span>Your question lacks some context. So, I am going to assume that you are talking about relates to America as a whole. If my assumption is right, I'd have to say that the answer is false because they are at the state level and the federal level outranks it. For instance, if Texas passes a law abolishing a minimum wage, the law on federal minimum wage still must be followed.</span>
Answer:
Buy
Explanation:
First, we need to find out what is the cost incurred by the company in building the power station and after that, we will compare that cost with the selling price of the power from Tri-county G&T. the lower-priced option will be considered as best option.
Cost incurred by the company in building the power station = $10,000,000 + (150,000 x $35)
Cost incurred by the company in building the power station = $10,000,000 + $5,250,000
Cost incurred by the company in building the power station = $15,250,000
Selling price of the power from Tri-county G&T = 150,000 x $75
Selling price of the power from Tri-county G&T = 11,250,000
Decision: It would be a wise option for the company to buy it. From buying the power the company will save $4m.
Answer:
e. 14.20%
Explanation:
We use the formula:
A=P(1+r/100)^n
where
A=future value
P=present value
r=rate of interest
n=time period.
Hence
A=$450(1.1)^2+$450(1.1)^1+$450
=$450[(1.1)^2+(1.1)+1]
=$1489.50
Hence
MIRR=[Future value of inflows/Present value of outflows]^(1/time period)-1
=[1489.5/1000]^(1/3)-1
=14.20%(Approx)
Answer:
bond market value $660
Explanation:
We need to calculate the present value of the maturity and the cuopon payment using the effective rate of 9.7%
First we do the annuity:
C 24.25 (1,000 face value x 4.85 bond rate / 2 )
time 24.00 (12 year 2 payment a year)
rate 0.04850 (current rate divide by 2 to get it annually)
PV $339.55
Then present value of the maturity
Maturity 1,000.00 the face value of the bond
time 24.00
rate 0.04850
PV 320.89
Finally we add them together:
PV coupon payment $339.5545
PV maturity $320.8910
Total $660.4455
rounding to nearest dollar
bond market value $660
