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1. The distance from home plate to dead center field in a certain baseball stadium is 403 feet. A baseball diamond is a square with a distance from home plate to first base of 90 feet. How far is it from first base to dead center field?
2. CSC θ + COT θ divided by tan θ +sin θ = CSC θ COT θ
Find the classes and the limiting probabilities of the Markova chain transition probability matrix.
Develop a quadratic function to model data of production and selling price and determine the average rate of change in the height of the boulder.
Find the lines that are tangent and normal to the curve at given point for the following below: (x2)(y2) = 36 (1,-6) and 4.) y = 7 sin (πx-y), (1,0).
What is the fraction of the chemical that is absorbed with each breath by the animal? Your answer for α should be written as a decimal, not as a percent.
Consider the IVP: x^(2)y'' + 5xy' - 5y = 0, y(1) = 0, y'(1) = 1. Treating this as a Cauchy-Euler equation, find the unique solution on (0,∞).
the resident population of south california (in thousands) was 3860 in 1997 and 4107 in 2002 .let t equal 7 represent 1997. write linear model for the population as afunction of time t.
Blaise drew a scale drawing of a swimming pool. In real life, the pool is 12 meters wide. It is 15 millimeters wide in the drawing. What is the scale of the drawing?
a mountaineer leaves home at 7am and walks to the top of the mountain arriving at 7pm. the following morning he starts
The actual demand of a product in period 1 through 3 are 285, 229, 309 units, respectively. Find the forecast of demand in period 4 using the exponential smoothing model with a smoothing constant of 0.41. The forecast demand for period 1 was 302 u..
For the given function, find (a) the equation of the secant line through the points where x has the given values and (b) the equation of the tangent line when x has the first value
Simplify the rational expression
You are asked to find the value of √1-cos A/1+cos A
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