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Question: A yam is put in a hot oven, maintained at a constant temperature 200°C. At time t = 30 minutes, the temperature T of the yam is 120° and is increasing at an (instantaneous) rate of 2°/min. Newton's law of cooling (or, in our case, warming) implies that the temperature at time t is given by Find a and b.
T(t) = 200 - ae-bt
a person traveled 120 miles in one direction. The return trip was accomplished at double the speed and took 3 hours less time. Find the speed going.
6.2.3 Determine whether the following statements are true or false (in (b), the symbol ( means 'proper subset'). Justify your answers. (a) If f7g 2 P(A), then 7 2 A and f7g 2/ A. (b) Suppose that A, B and C are sets such that A ( P(B) ( C and jAj = 2..
At what values of theta do the two loops intersect? All measurement are in inches, find the green area. Find the length of the border of the shape.
A 1024 × 768 image is displayed, noninterlaced, at a rate of thirty frames per second.
applications of the law of cosines.find the side of a regular dodecagon that is inscribed in a circle with radius 4
Prove that the set of interior points of S is an open subset of E (called the interior of S) that contains all other open subsets of E that are contained in S.
What are some examples of radical expressions which are simplified? Please provide two examples showing the steps so I can understand.
Find the following: the projectile's velocity, the speed of the projectile, the unit tangent vector to the curve, the unit normal vector to the curve, the binormal vector.
Illustrate how compound probabilities can be used to predict the weather.
Explain why it is important for marketers to understand how customers make purchasing decisions.
You want to build a fence around a square garden that covers 506.25 ft^2. How many feet would you need to complete the job?
Let S be the set of subroutines of a computer program. Define the relation R by PR Q if subroutine P calls subroutine Q during its execution. Describe the transitive closure of R.
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