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A particle moves along the parabola y=9x^2 in the first quadrant in such a way that its x-coordinate (measured in meters) increases at a steady 2 m/sec. How fast is the angle of inclination theta of the line joining the particle to the origin changing when x=5 meters?
The area bounded by the axes of reference and the normal to y=log6x st the point (1,0) is
for a six year period amanda deposited 700 each quarter into an account paying 5.6 annual interest compounded
The graphical model shows the number of cars per hour that are entering or leaving a roundabout. If the portion of the roundabout between A and B has an estimated traffic flow of from 6[e] to 8[a]cars per hour, what is the estimated traffic flow b..
What is the exact area of a circle with a diameter of 29 inches? In an 8 inch square cake pan and a 10 inch square cake pan, what is the difference in volume each pan will hold? Assume each pan is 1.5 inches high. Show step by step work. Include co..
Write a mixed outcome problem (can be mass to volume, volume to representative particle, etc.)
Suppose the acceleration of an object traveling in one-dimension is given by a(t) = -4 m/s2. Assuming the object was initially traveling at 150 m/s and s(0) = 0, find the velocity function v(t) and the position function s(t) for t ≥ 0.
A person who weighs 180 pounds on Earth weighs 30 pounds on the Moon. What is the weight of a person on the Moon who weighs 240 pounds on Earth?
The retailer would like to analyze the sample data to determine whether a relationship exists between the time spent viewing the online catalog and the dollar amount of purchases. Compute the regression equation based on these sample data and i..
The simple interest, I (in dollars), for a savings account is jointly proportional to the product of the time, t (in years), and the principal, P (in dollars). After three months, the interest on a principal of $5000 is $106.25. What is the inte..
For what values of n = 0 do you think 2n+1 = n2 + 3? Is it possible to use the technique of asserting there is a smallest counter-example and deriving.
what is probability that all parts in the sample are defective, what is probability that the sample will containe 3 defective parts of more.
a math student has a 100 homework average and test grades of 99,100 and 97. what is the lowest grade the student can get on the final exam and still get an A (an average of 90 or better) in the class?
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