Write a proof for this theorem:
Let the sum from n=1 to infinity of a-sub n be a series. Then the limit as n approaches infinity of the absolute value of a-sub (n+1) divided by a-sub n equals one if and only if the limit as n approaches infinity of the nth root of the absolute value of a-sub n equals one.
Given sum from n=1 to infinity of a-sub n be a series. Then
Let use another sequence <bn
There exists a sequence <bn> such t...
Solutions are written by subject experts who are available 24/7. Questions are typically answered within 1 hour*See Solution
Q: Please justify stuff that is asked. thank you have a wonderful day :)
A: Given function and point is
Q: I can't find the normal component of the acceleration. (aN)
A: For normal component of acceleration:
Q: 3.1 Can you show me the steps to solve the problem? Directions: Find the critical numbers of the fun...
A: The given function is,
Q: convert the equation to the standard form for an ellipse by completing the square on X and Y. State ...
A: First we separate the x and y terms and then take out the coefficient of x2,y2
Q: Suppose that over a certain region in space the electrical potential V is given by V(x, y, z) = 52 -...
A: Del of V :
Q: For fiddler crabs, the weight of the claw can be modeled as f(w) 0.11w1.54 pounds when the weight of...
A: The weight of the claw is modeled by,
Q: Calculate dy/dx Simplify your answer. y = x3(8 − x2) dy/dx=
A: Product rule:
Q: The profit from the supply of a certain commodity is modeled as 76qe 0.5q dollars P(q) where q is th...
A: The profit from the supply of a certain commodity is modeled as,