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Find the amount of sheet metal need to form a conical funnel of base radius 30cm with a vertical height of 50cm, allowing for 0.5cm overlap. Find the total surface area?
Describe the economic issues and describe the special needs (e.g., health) of the population being served.
real time application of perimeter of a circle. to find the distance travelled using the number of rotations.the
cording to Car and Driver, an Alfa Romeo going 70 mph requires 177 feet to stop. Assuming that the stopping distance is proportional to the square of the velocity, find the stopping distance required by an Alfa Romeo going at 45mph and 130mph.
Two angles are complementary. the sum of the measure of the first angle and one-forth the second angle is 57 degrees.
A particle starts at the point (-2,0), moves along the x-axis to (2,0), and then along the semicircle y= squareroot(4 - x^2) to the starting point.
Use the properties of exponents to simplify the expression. Assume all variables represent positive real numbers.
One number is two less than another. Use a rational expression to represent the sum of the reciprocals of the two numbers.
Illustrate the definition of an infinite limit by finding a number δ that corresponds to M = 144, M = 10,000. Deduce a relationship between M and δ that would allow you to compute δ for any M.
Show examples of how some of the rules and constructs relate to each other and can be used to determine logical scenarios. • Describe how these rules might apply to the collection, distinction, and storage of data in a database system.
The temperature at a point in a ball with conductivity K is inversely proportional to the distance from the center of the ball. Find the rate of heat flow across a sphere S of radius a with center at the center of the ball.
Assume we interview 150 people and ask them the mileage on their car. If we assume that the population mean mileage is 100000 miles, with a population standard deviation of 30000 miles, what does the Central Limit Theorem tell us about the distrib..
A meteorologist predicts that the same amount of rainfall (in inches) expected for a certain coastal community during a hurricane has the probability density function. f(x) = (pi/30) sin((pi*x)/15) , 0
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