Questions in Grade College

Questions in Grade College

[Free] Write two to three sentences that explore the effect of the conflict on Turner Buckminster.

[Free] Evaluate the expression: $-(8-12)+6^0+(-4)^2$

[Free] The time rate of change of velocity is called what?

[Free] Find the values of $a, b$, and $c$. Given $y=(2 x+3)^2$, choose the standard form of the given quadratic equation. A. $0=25 x^2$ B. $0=4 x^2+9$ C. $0=4 x^2+10 x+6$ D. $0=4 x^2+12 x+9

[Free] Simplify each expression, using exact forms. a) $(8 \sqrt{5})(8 \sqrt{25})= \square$ b) $(-5 \sqrt[3]{25})(-2 \sqrt[3]{15})= \square$ NOTE: To input $a \sqrt{b}$, type "a sqrt(b)". To input $\alpha \sqrt[3]{c}$, type "a root(b"

[Free] Evidence supporting the humanistic perspective is easily measured. Please select the best answer from the choices provided O True O False

[Free] Sammy is a full-time student who does not work. He is too old to stay on his parents' health insurance and is looking for his own health care program. The two options he is considering are outlined in the tables below. | | | | | | :---------------------------- | :----------------------------------- | :---------------------------- | :----------------------------------- | | | OPTION 1: Fee-for-service | | OPTION 2: HMO | | | $225 monthly premium $7,500 deductible | | $630 monthly premium No annual deductible | | Co-pays: | | Co-pays: | | | Name-brand Drugs: | $30 | Name-brand Drugs: | $25 | | Generic Drugs: | $12 | Generic Drugs | $10 | | Visits: | | Visits: | | | Primary Care Physician | $30 | Primary Care Physician | $20 | | Specialist: | $75 | Specialist: | $62 | | Urgent Care: | $100 | Urgent Care: | $50 | | Emergency Room: | $250 | Emergency Room: | $175

[Free] Read the sentence. There is a swimming pool in our backyard, but it contains no water. This is an example of a A. simple sentence. B. compound sentence. C. complex sentence. D. compound-complex sentence.

[Free] The doubling period of a bacterial population is 20 minutes. At time [tex]$t=90$[/tex] minutes, the bacterial population was 90000. What was the initial population at time [tex]$t=0$[/tex]? Find the size of the bacterial population after 5 hours.

[Free] Find the equation of the line that passes through the points (-2,7) and (1,-5)