Robo

Cities A, B, C and D are equidistant. That is, B is d miles from A, C is d miles from B, and D is d miles from C. Suppose you travel 55 mph from A to B, 40 mph from B to C, and 50 Mph from C to D. What single, constant speed could you have traveled from A...

Simplify. 2/3(4x/2x^2-1)+3(3/3x-1)

Solve by factoring. 2x^4 + x^2 = 1

Let f(x)=2x^2-x+1. Find: F(x-1) + f(x+1) I am not sure how to set up problem.

Find the value of c such that the point (4,2) lies in the graph of f(x)= cx^2+3x-4.

Find the indicated limits. Lim x-> 1- sqrt 1 - 1/ x-1

Determine all values of x for which each function is discontinuous. F(x)= 3x+4 / 4x^2 - 2x -2

I know that I am supposed to use harmonic mean. Just not sure how to set up formula.

I understand that. Problem is that I am not getting the same answer as the book. Sqrt 2/2 and - sqrt 2/2

Thanks so much. Got it!

Lim x approaching 1- (Square root 1-1)/( x-1)

Yes, I know. The book has the answer as 1/2. Maybe book is wrong.

Thanks. Was having difficulty setting up equation. Finally got right answer.

The final answer in the book is (-12x)(4x-1)(3-4x)^3 This book has had several errors so far.