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3 years ago

How is the dual credit program different from the AP program?

Business

2 answers:

RSB [31]3 years ago

8 0

Answer: B. Students have to enroll in a college to take dual credit courses, While they take AP courses in their regular high school class

Explanation: ***plato*** (just took the test)

olga55 [171]3 years ago

3 0

AP courses are part of the College Board organization that requires students to take a rigorous test at the end of the course to potentially earn college credit. A dual credit course on the other hand is an official course at Loyola University Chicago.

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Pepsi [2]

Answer:

A) $0

Explanation:

as per IRC section 101g, if the payment exceeds the greater of per actual cost then the excess payment amount will be taxable.

total tax free payment = 360*30

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3 years ago

Let's assume that a carpenter borrowed $2 comma 000 to be paid off in a year to finance a machine that would make him work fas

Hoochie [10]

Answer:

The carpenter earned an extra $100.

Explanation:

Since this problem deals with a one-year loan with an yearly interest rate, it can be treated as a simple interest problem. For simple interests, the final value (Vf) can be found by multiplying the initial value (Vi) by one plus the interest rate (i) as shown below:

$V_{f}= V_{i}*(1+i)\\V_{f}=2,000*(1+0,15)\\V_{f}=2,300$

To find how much extra money the carpenter made in the first year, one should subtract the final value of loan from the $2,000 dollars down payment plus the extra $400 he collected for the year

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3 years ago

Mervon Company has two operating departments: Mixing and Bottling. Mixing has 350 employees and Bottling has 350 employees. Indi

krok68 [10]

Answer:

Allocated administrative cost for mixing is $81000

And allocated administrative cost for for bottling is $81000

Explanation:

We have given total number of employs for mixing = 350

And total number of employs for bottling = 350

Administrative cost = $162000

So total number of employs = 350+350 = 700

So allocation base for mixing $=\frac{350}{700}=0.5$

So allocated amount for mixing = 0.5×$162000 = $81000

Allocation base for bottling = $=\frac{350}{700}=0.5$

So allocated amount for bottling = 0.5×$162000 = $81000

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3 years ago

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Answer:

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