
simple diff equations problems

Let f(x)=x^1/3 for x R and use the definition of derivative to prove f'(x)=1/3(x)^2/3 for not equal to zero

Differential equations extra credit hw.

Prove that if f is and g are differentiable on R, if f(0)=g(0) and if f'(x) g(x) for all x in R, then f(x) g(x) for x 0

#1 part (b) I am so confused how to draw the tree, could you please help me, the home work is due 4/24/2015 at 8am See ass10_2008.pdf

define the following for a sinusoidal graph in general

See Assignment 2 (2015 Sem 1).docx Please assist in answering the following problem which is attached. Thank you!

A power pseudorandom number generator is the following: start with a prime p, exponent d>1 and seed x 0 such that (d,p1)=1. Then form x n+1 =x n d (mod p) for each n. a)Determine the period of the random number generator in terms of p, d and x 0 . b)Also find what is the maximum possible...

need answer for this homework about complex variables . homework attached here as pdf

please asnwer the questions in detial
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