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1. The top of a tower is a sphere with a diameter of 40ft. A layer of paint 0.08 inches thick is applied to the sphere. Approximate the volume of the paint that is used.
2. The radius of a sphere is measured with a percentage error within + or -0.04%. Estimate the percentage error in the calculated volume of the sphere.
Solve the linear equations problem
Word problems of equations.
Let's say you are a hospital dietician. A patient must have at least 165 milligrams and no more than 330 milligrams of cholesterol per day from a diet of eggs and meat.
A dart board has regions worth a points and b points, where a and b are positive integers with no common factors. What is the largest point total that cannot be obtained by throwing darts at the board?
How do you know if a quadratic equation will have one, two, or no solution? What is the role played by the discriminant? How do you find a quadratic equation
A grain silo in the shape of a right cylinder holds 1000 cubic meters of grain. If the radius of the silo is 5 meters find the height of the silo.
In an exponential smoothing model, if the smoothing constant (alpha) were equal to 0, then. The forecast would never change.
Describe two laws of exponents and provide an example illustrating each law. Explain how to simplify the expression. How do the laws work with rational exponents?
A science workbook is one centimeter thick and weighs 75 grams. How much will a one meter high stack of these workbooks weigh, in kilograms? Give your answer as a decimal to the nearest tenth.
One earthquake has richter number of 2.3. A second has a richter number of 4.5. How many times more intense is the second than the first?
Solve for the unknown variable
Find the domain of the function and Solve the inequality
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