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With a yearly inflation rate of 7%, prices are given by P=p(1.05)^t, where p is the price in dollars when t=0 and t is the time in years. Suppose p=1. How fast (in cents/ year) are prices rising when t=12?
Find f'(x) and f''(x) if f(x)=(4x^2+12)(3x-1)
Please address the following: How do you determine horizontal asymptotes, if any, given the equation for a rational function?
Description of Joint probability, However in this problem what do I do with 2X in my upper y limit, can I plug in the max x value and just make it 0
Analysis of variance tests
Find the solution to the following system of linear equations: Solve the following absolute value inequality: ½ |x - 2|
To find the rate of increment in the height of conical pile at a particular point using differentiation.
Plot the regression model on a scatter plot of BMI difference & COFFDIFF.
Determine whether A=B , if A is a subset of set B, if set B is a subset is a subset of A, if set A is a proper subset of set B, if set B is a proper subset of set A , or if none of these applies.
To make a conjecture about the tangent lines and the graph with the proof of the conjecture - Find the distance between the functions is greatest, and prove your conjecture.
Let R be a PID. Consider the Diophantine equation ax+by=N where a,b and N are integers and a,b are nonzero. Suppose x_0, y_0 is a solution: ax_0+by_0=N.
Find all subfields of Q ( sqrt2, sqrt 3) with proof that you have them all. What is the minimal polynomial of sqrt2+ sqrt3? Which subfields does it generate over Q?
Evaluate the given expression and Perform the indicated operation - Evaluate -2x 4 - 3x 2 + 5x - 9 for x = 2.
Suppose that f is continuous on [a,b], f(z) 0. Set z = sup{x: f (t)
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