Answer:
92.86%
Explanation:
Debt-to-income ratio is a comparison or personal debts against income. It is used to assess an individual ability to accommodate more debts.
The formula for for calculating Debt to income is
Debt to income is <u> Total of Monthly Debt Payments </u>
Gross Monthly Income
For Affan, Total debts are $450 + $375 + $50+ $100 =$ 975
Gross income is not given , we use net income which is $1,050
Debt to income ration = $975/$1050
= 0.92857 x 100
= 92.86%
Answer:
0.69
Explanation:
From the question above on December 31, 2018 a company has an assets of $29 billion and stockholders equity of $22 billion.
On December 31, 2019 the same company recorded an assets of $55billion and stockholders equity of $17billion
Inorder to calculate the debt-to-assess ratio the first step is to find the amount of liabilities
Liabilities= Assets-Stockholders equity
Assets= $55 billion
Stockholders equity= $17 billion
= $55billion-$17billion
= $38 billion
Therefore, the debt-to-assets ratio can be calculated as follows
Debt-to-assets ratio= Total liabilities/Total Assets
= $38 billion/ $55 billion
= 0.69
Hence on December 31, 3019 the debt-to-assets ratio is 0.69
Answer:
The answer is C.
Explanation:
Necessity goods are the goods or services that a consumer will continue buying whether income falls or the price rises. This type of goods are considered essential. The are not sensitive to price. To Jane, Diet coke is a necessity because she takes it everyday.
While luxury goods are goods that are really not essential. They are owned or bought for the sake of showing wealth or affluence. To Jane, gourmet cheese is a luxury good.
Answer:
The correct answer is option A
a. cure the defect.
Explanation:
A problem that can be corrected based on the agreed terms and conditions by a seller or buyer is a curable defect.
Answer:
The amount of loan after two years is $2875.68.
Explanation:
Given information:
Interest rate = 7%, compounded continuously.
Time = 2 years
Initial value of loan = $2500
The formula for amount after continuous compound interest is
where, P is principal,r is nominal rate per year, t is time in year.
Substitute P=2500, r=0.07, t=2 in the above formula.
Therefore the amount of loan after two years is $2875.68.