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Questions in Grade College

[Done] Ten years after Brown v. Board of Education, less than 1 percent of Black students went to White schools in the South. A. True B. False

[Done] Which equation represents the total price ($p$) paid when buying books ($b$) that cost $3.99 each? How much do 13 books cost? A) $b=3.99 p ; $51.87 B) $p=3.99 b ; $0.31 C) $p=3.99 b ; $51.87 D) $b=3.99 c, $51.87

[Done] Sirve para exponer la relación de semejanza que hay entre dos o más ideas u objetos. Seleccione una: A. El símil B. La antítesis C. La metáfora D. El epíteto

[Done] Which type of college credit program does the statement describe? In a(n) __________ program, students can get credit for their high school classes as long as they take specific courses that a college will accept as transfer credits at the college level.

[Done] An electric device delivers a current of [tex]$15.0 A$[/tex] for 30 seconds. How many electrons flow through it?

[Done] Which explains how to find the radius of a circle whose equation is in the form $x^2+y^2=z$? A. The radius is the constant term, $z$. B. The radius is the constant term, $z$, divided by 2. C. The radius is the square root of the constant term, $z$. D. The radius is the square of the constant term, $z$.

[Done] You purchase a home for $315,000 by making a down payment of 12% and financing the remaining amount with a 30-year mortgage. Your mortgage has an annual percentage rate of 6.8%, compounded monthly. Determine your monthly mortgage payment. Round your answer to the nearest cent. Monthly Mortgage Payment = $

[Done] What added protection may be required if a fixed ladder does not have a cage? A. Fall protection gear B. A spreader bar to increase stability C. A pulley system for raising and lowering the ladder D. A movable fly section to increase the height of the ladder

[Done] Patients should avoid taking which item when they're also taking an antidepressant? A. Alcohol B. Fruit juices C. Naproxen D. Simvastatin

[Done] The doubling period of a bacterial population is 20 minutes. At time [tex]$t=120$[/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 4 hours.