Because it proved legal aids it would be service
Answer: a. $120,000
b. $6,000
c. Yes
Explanation:
a. It is said that the collection centres would help reduce the collection time by 2 days and that every day $60,000 comes in.
If the proposal will reduce the amount of time taken to collect by 2 days then that means that the amount freed up is the amount that they would have collected in two days had it not been for the system.
That amount would be,
= $60,000 * 2
= $120,000
b. If they used this free up cash to pay off a debt that was accumulating 5% per year then the 5% will be saved.
The amount saved therefore is,
= 120,000 * 5%
= $6,000
By retiring a $120,000 that was accruing $6,000 a year, the proposal has enabled that $6,000 to be saved instead.
c. The cost of implementing this proposal is $5,200 per year and yet the savings it gives in interest is $6,000.
As the savings are higher than the cost, the number definitely suggest that the project should be implemented because it is more beneficial than it costs.
Answer:
name, title, salary, and dates of employment.
Explanation:
Im not sure with my answer ♥️
<span>A good rule of thumb is to limit consumer credit payments to 20% percent of your net monthly income.</span>
Answer:
BMI = 31.18 kg/m²
According to BMI, this patient is diagnosed as Obese.
Explanation:
BMI known as body mass index is taken from a person height and weight. BMI is a person's weight in kilograms divided by the square of height in meters. BMI is usually expressed in kg/m².
Mathematically ,
BMI = weight(kg)/height(m²)
we have to convert the weight and the height to the required units.
converting pounds to kg
2.2 pounds = 1 kilogram
210 pounds = ?
cross multiply
210/2.2 = 95.50 kilograms
converting foot to inches and to meter.
1 foot = 12 inches
5 foot = ?
12 × 5 = 60 inches
60 inches + 9 inches = 69 inches
1 inches = 0.0254 meters
69 inches = ?
69 × 0.0254 = 1.7526 meters
using the formula
BMI = weight(kg)/height(m²)
BMI = 95.50/(1.75)²
BMI = 95.50/3.0625 kg/m²
BMI = 31.1836734694 kg/m²
BMI = 31.18 kg/m²