The Theory explains the observations of an expanding Universe and the background radiation. It explains how the present Universe came into existence but not the origin of matter/energy. …

Using the principle of the mean-value theorem on the indicated interval, how do you find all numbers c that satisfy the conclusion of the theorem f (x) = 6 cos(x); [-pi/2, pi/2]?

Feb 23, 2017 · This has not considered any possible restrictions on the value of #R#, as that wouldn't seem to affect the conclusion drawn.

In the case where #f (a)=f (b)# so that #f (c)=f (a)=f (b)#, then Rolle's Theorem (or the Mean Value Theorem ) can be applied in a simple way to reach the conclusion. Otherwise, you need the …

The shock of these collapses made the adopting of ethical standards a requirement for companies. Paragraph 1 explain the collapse of Enron Paragraph 2 explain the dissolution of …

There is no conclusion by consensus on the dimensions of the multi-universe.. Is the multi-universe space 4-D (x, y, z, Time) or 5-D (x, y, z, Time, Temperature) or higher dimensional ? …

In this case x^2 has a power value of 2. rArr" this polynomial is of " color (blue)"degree 2" In conclusion: 5-4x^2+6-11x^2" can be simplified to " -15x^2+11 Which is in standard form, …

There are two possible solutions, depending on whether x is positive or not. x>=0 Then the equation turns into: x-4=3x->-4=2x->x=-2 This in contrary to the x>=0 condition, so this …

Given the function # f (x)=1/sqrt (x+2)#, how do you determine whether f satisfies the hypotheses of the Mean Value Theorem on the interval [-1,23] and find the c?

Please see below. When we are asked whether some theorem "can be applied" to some situation, we are really being asked "Are the hypotheses of the theorem true for this situation?" (The …