Answer:
Get a job, spend less money and only get things you need. Or you can file for government assistance.
Explanation:
Answer:
Break-even point (dollars)= $26,000
Explanation:
Giving the following information:
A company produces a product with variable costs of $2.50 per unit. The product sells for $5.00 per unit. The company has fixed costs of $3,000 and desires a profit of $10,000.
To calculate the dollar amount required, we need to use the break-even point in dollars formula and add the desired profit:
Break-even point (dollars)= (fixed costs + desired profit)/ contribution margin ratio
Break-even point (dollars)= (3,000 + 10,000) / [(5 - 2.5)/5]
Break-even point (dollars)= $26,000
Answer:
it's considered a gas giant
Answer:
The correct answer is letter "E": Generation Y.
Explanation:
The generational cohort is a classification of individuals based on their habits related to the years when they were born in the last century. There are five (5) generations according to this model: <em>Silent (1928-1945), Baby Boomer (1946-1964), Generation X (1965-1980), Generation Y (1981-1997), </em>and <em>Generation Z (1998-present).
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Generation Y also called millennials are characterized by massive digital media consumption shaped by the explosion of the internet. They are emotionally charged individuals who are likely to make decisions on the spot. Millennials are too optimistic about their financial future which makes them fall into large debts. As they have technology and knowledge handy, they are hard to sell since they tend to be constantly looking for better product features at the lowest price available.
Answer:
option (D) TC = $1,000 + $100q
Explanation:
Data provided in the question:
Fixed cost of production = $1,000
Marginal cost of production = $100 per unit produced
Now,
let the total number of quantities produced be 'q'
also,
the total cost is given as:
⇒ Total cost, TC = Total fixed cost + Total marginal cost
or
⇒ TC = $1,000 + ( $100 × q )
or
⇒ TC = $1,000 + $100q
Hence,
The correct answer is option (D) TC = $1,000 + $100q