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Solve the given problems.
A Y-shaped metal bracket is to be made such that its height is 10.0 cm and its width across the top is 6.00 cm. What shape will require the least amount of material? See Fig. 27.52.
Researchers find a creature from an alien planet. its body temp is varying sinusoidally with time. 35 minutes after they start timing, it reaches a high of 120F. 20 minutes after that it reaches a low of 104F.
graph of the function.make use of domain range symmetry asymptotes intercepts relative extrema and or points of
Let(bn)be a bounded sequence of positive real number such that for any bounded positive sequence of real number we have: limsup(an bn)= limsup(an)limsup(bn).
What is the sum of twelve and twelve? Or in other words what is twelve plus twelve? Or if you had twelve sheep and someone then gave you twelve more sheep how many sheep would you know have?
Use the quadratic formula to find out how long after the rocket is launched it will hit the ground. Round to the nearest tenth of a second.
If the water leaks from the bottom at a rate of 0.3 cubic inches per minute, how fast is the water level dropping when the water is 5 inches deep?
Linear Fractional Transformation is a Mapping f: C --> C A fixed point of a transformation is a point z_0 so that f(z_0) = z_0. Show that every linear fractional transformation
the mean weight of loads of coal placed in train cars by a loading machine is 43.0 tons with a standard deviation of
how is the global social progress being measured today? name some indicators of development progress that you believe
Cancer deaths: Suppose for a set of counties i ∈ {1,..., n} we have information on the population size. Identify the posterior distribution of θ given data (Y1,.X1),...., (Yn, Xn) and a gamma(a, b) prior distribution.
(a) Calculate the amount due in 4.5 years using a simple yearly interest rate. (b) How much interest do you owe using a simple interest rate? (c) Calculate the same amount using semi-annual compounding.
Suppose f is a differentiable function of one variable. Show that all tangent planes to the surface z=xf(y/x) intersect in a common point.
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