Answer:
Explanation:
Student Exam Student Case 1Case 2Case 3Case 4Name Score Effort Grade (P/F)Grade (P/F)Grade (P/F)Grade (P/F)
Heloise 102
Frieda 704
Mark 895
Jo 251
Herbert 942
Khan 965
Mary 962
Jacob 914
Lindsey 872
Chelsea 332
Rip 901
B.B. 702
Joe 893
Grant 732
Jul 905
Jennife 343
Use Nested to establish the Grade as P or F.
Answer:
$5,000
Explanation:
The computation of the interest payable is shown below:
= Borrowed amount or Principal × rate of interest × (number of months ÷ total number of months in a year)
= $500,000 × 6% × (2 months ÷ 12 months)
= $5,000
The 2 months is calculated from November 1, 2018, to October 31, 2019
It is somewhat similar to the simple interest formula.
Answer:
The advantage over buying the house over renting the apartment is that, you would own the house instead of just renting it. If you own the house, and the mortgage covers everything including repairs if you buy the house while if you need a repair in a rented apartment it would probably cost a fortune. Living in an apartment means that if the owner decides they want to rent the house or sell the house, that you will have to move (or pay for a mortgage which you might as well buy the house that's bigger than buy the apartment.)
Hope this helps! :) Plz mark as brainliest!
Answer:
Speed of the truck should be 64.03 miles per hour to minimize the cost.
Explanation:
Data provided in the question:
Distance = 150 miles
Wage = $14 per hour
Cost of fuel = ( v² ÷ 250 )
Now,
Total time taken = Distance ÷ speed
= 150 ÷ v
Therefore,
Total cost, TC = Wage + Cost of fuel
= $14 × (150 ÷ v) + ( v² ÷ 250 )
= 
for point of minima differentiating with respect to 'v'
TC'(v) = 
= 0
or
= 0
or
or
v³ = 2100 × 125
or
v = ∛262500
or
v = 64.03 miles per hour
hence,
Speed of the truck should be 64.03 miles per hour to minimize the cost.
Answer:
$100,000
Explanation:
Data provided
Perpetual cash flow = $10,000
Discount rate = 10%
According to the given situation, the computation of Present value of this inginite sequence of cash flow is shown below:-
Present value = Perpetual cash flow ÷ discount rate
= $10,000 ÷ 10%
= $10,000 ÷ 0.1
= $100,000
Therefore for computing the present value we simply applied the above formula.
