You've started using the sq3r method of learning. after surveying a reading assignment, you go to the next step, <span>Reading the headings and turning them into question.</span>
Answer:
(a) $700
(b) $5.50
Explanation:
Weekly fixed costs = $6,000
Weekly Total meals = Average customers per day × No. of days
= 500 × 6
= 3,000
Fixed cost per meal = Weekly fixed costs ÷ Weekly Total meals
= $6,000 ÷ 3,000
= $2
(a) Lowest price in total = Number of customers × Variable costs for each meal
= 200 × $3.50
= $700
(b) Lowest price = Variable costs for each meal + Fixed cost per meal
= $3.50 + $2
= $5.50
Answer:
A) $704,000.
Explanation:
For computing the cash payments we need to calculate the following amounts which are as follows
Total purchases = cost of goods sold + ending inventory - opening inventory
= $720,000 + $188,000 - $200,000
= $708,000
Now cash payment to merchandise is
= Beginning account payable balance + purchased made - ending account payable balance
= $80,000 + $708,000 - $84,000
= $704,000
Hence, the correct option is A. $704,000
Answer:
d. 44%
Explanation:
Calculation to determine what DTI ratio is
First step is to calculate the Debt
Using this formula
Debt = (Rent expense + Carr payment + Loan + Credit card payment) × Number of months in a year
Let plug in the formula
Debt =[($695 + $265 + $200 $160) × 12 months]
Debt= $1,320 × 12 months
Debt = $15,840
Now let calculate DTI ratio using this formula
Using this formula
Debt to income ratio = (Debt) ÷ (Income) × 100
Let plug in the formula
DTI ratio=[ ($15,840 ÷ $36,000) × 100]
DTI ratio=0.44*100
DTI ratio= 44%
Therefore DTI ratio is 44%
The political cartoon referred to
was by Jeff Parker, has been an editorial cartoonist for Florida Today since
1992. The overall message being conveyed by the referenced political cartoon is
that advertising on school buses could have a negative affect on children.
Certain states in the U.S (e.g. New Jersey, Texas, Massachusetts among others) permit school districts to sell ad space on school buses in order to raise funds for school activities. Some have <span>argued that these ads unfairly target young, impressionable consumers, and as such should be stopped.</span>
