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Find the equations of the indicated tangent or normal lines.
Find the equation of the line tangent to the curve of y = ln cos x at
town A is 60 km due east of town B. Town C is 144 km from town A at a bearing (from A) of N57degreesE. How far apart are towns B and C?
Share a link to a website that contains a graph. Discuss the critical points, increasing sections, decreasing sections, etc. and what meaning they may have in context of the topic on the website.
write a function rule for the area of a rectangle whose length is 4 inches more than its width.
1. Write the line through p=(-1,4,0)p=(-1,4,0) in the direction of v???=?3,-2,1?v¯=?3,-2,1? in vector parametric form: 2. Suppose a line is given by the system of equations
Consider the Poisson equation uxx = f on the interval (0,1) subject to the boundary conditions ux(0) = α (Neumann), and u(1)= β (Dirichlet). Find the solution using Green's Function approach.
Use the suggested u to find du and rewrite the integral in terms of u and du. Then find an antiderivative in terms of u, and, finally, rewrite your answer in terms of x.
Write a linear-time Boolean function HEAP(T:BINARY_TREE) which returns TRUE is T is a heap, i.e., it is partially ordered. Assume that T is represented using pointers to left and right children.
If bacteria grows exponentially, and it takes 12 hours for bacteria to double in number, what is the growth rate
What is the farmer's breakeven point in units (pounds) under the old system? What is the farmer's breakeven point in dollars?
Let (Xn) be a submartingale such that supn Xn
A plane flies in an upward, clockwise, circular spiral at a constant speed; the radius of the spiral is 10 miles. Write an vector equation describing the position of the plane over time.
Suppose the depreciation is exponential. Find a formula for the value of the car at time t
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