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what are the three consecutive even numbers that have a product of 480? I know it's 6, 8, 10. But how can you solve it using factoring. x(x+2)(x+4) = 480 simplifies down to x^3 + 6x^2 + 8x - 480 = 0. Then what do you do?
Write a system of inequalities for the shaded region described. The shaded region is a rectangle with vertices at (2,1),(2,4),(6,4),and (6,1).
Find the equation of the perpendicular bisector of the line drawn between two points and determine the center and radius of the circle equation.
In the language of government statistics, the "labor force" includes all civilians over 16 years of age who are working or looking for work. We select a member of the U. S. labor force at random, and let A be the event that the person selected is ..
What is the crossover rate between Project A and Project B?
What is the average cost of equity funds (i.e. retained earnings and new equity) required for this round of financing?
When the son works alone, it takes him an hour longer to clean than it takes his dad alone. Find how long it takes the son to clean alone.
water flows from a container at the rate of 2.5 litres per minute. The water flows into a tank that already holds 50 litres. How long in seconds is it before there are 765 litres of water to be in the tank?
A ship travels 50 km on a bearing of N27°E. It then makes a left turn of 90° and travels for 140 km. Find the bearing of the ship to the starting point. Round the answer to one decimal place.
Important information about Statistics probability, Packages from packing machine have a mass, which is normally distributed with mean 200g and standard deviation 2g
on a centimeter dot array, draw all possible rectangles with an area of 16 sq cm and sides whose lengths are whole centimeters. label the lengths of two adjacent sides of each rectangle.
There are many applications used in the area of solving systems of equations. For example, systems of equations can be used to find the optimal number of items to produce to ensure the highest profit of those particular items.
Let f:R->R be uniformly continuous on R (the reals) and let f_n(x)=f(x+1/n) for x in the reals. Show that (f_n) converges uniformly on the reals to f.
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