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madam [21]
1 year ago
11

Tuition at valley view community college costs $6,750 this year. ted has $550 saved. he also received a grant for $2,500 and a s

cholarship for $1,000. he will take out student loans for the rest of the cost. how much money will ted take out in student loans this year?
Mathematics
1 answer:
xeze [42]1 year ago
7 0

ted has $550 saved. he also received a grant for $2,500 and a scholarship for $1,000. he will take out student loans for the rest of the cost. then ted will take out in student loans this year is $2700

Tuition at valley view community college amount $6,750 this year.

ted has $550 saved.

he also received a grant for $2,500

and a scholarship for $1,000.

he will take out student loans for the rest of the cost.

how much money will ted take out in student loans this year?

Total amount ted have

=550+2500+1000

= 4050

but ted have to pay college amount =6750

ted take out in student loan = 6750 -4050

                                               = 2700

ted take out in student loans this year is $ 2700

learn more about of amount here

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Step-by-step explanation: Given equation to be factored is

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x^2+(a+b)x+ab=(x+a)(x+b).

So, the given equation can be factorised using the above rule. The factorisation is as follows.

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3 years ago
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3 years ago
what percentage of undergraduates students in Calculus 1 are required to do computer assignments in their classes
Dafna1 [17]

Full question:

Every 5 years the Conference Board of the Mathematical Sciences surveys college math departments. In 2000 the board reported that 51% of all undergraduates taking Calculus I were in classes that used graphing calculators and 31% were in classes that used computer assignments. Suppose that 16% used both calculators and computers. a) What percent used neither kind of technology? b) What percent used calculators but not computers? c) What percent of the calculator users had computer assignments? d) Based on this survey, do calculator and computer use appear to be independent events? Explain.

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c. 31.4%

d. Independent events

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b. Percentage that used calculators but not computers.

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d. Independent events are events that do not affect the other, such that occurrence of one does not define occurrence of the other. Since percentage of calculator and computer assignment users is close to those who are not using any, we can say they are independent events.

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Answer:

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