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The temperature at each point in the first quadrant is given by T(x,y) = ln(xy) - (x/3) - (y/2). Find the hottest point in the first quadrant and determine its temperature.
Solve this linear problem graphically and determine optimal quanitities of A, B, and value of Z.
The postal system has gone to a nine-digit zip code. If the fifth and sixth digit cannot be a 0 and the ninth digit must be even, how many zip codes can there be?
Assume that the i component of the derivative of a vector function r(t) is 0 for all t in the domain of the function. What does this imply about the graph of r?
Develop a formula for finding the midpoint of a segment with endpoints A(0,0) AND B(m,n). Explain your thinking.
suppose the position of a particle after t seconds is given by the following vector equationft 1 cos2pit sin2pitat t
in 2002 shool had 236 students in 2001 thay had 214. to the nearest tenth what was the percent of change in the number of students.
A spherical balloon is inflated with gas at the rate of 32 cubic feet per minute. How fast is the radius of the balloon increasing at the instant the radius is 2 feet?
An arrow is accidentally shot into the air. The formula y = - 14x2 + 56x + 18 models the arrow's height above the ground, y, in feet, x seconds after it was released.
NASA launches a rocket at seconds. Its height, in meters above sea-level, as a function of time is given by .
Find the probability that a student selected at random failed the test?
Evaluate the length and width of the given rectangle using the area and the relation of length and width.
The area of a parallelogram is 221 yd to the second power. Its height is 13 yd. What is the length of its corresponding base?
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