How to solve this equation to find f(n), where
f(n)=1+p*f(n+1)+q*f(n-1). p,q are constant and p+q=1. We...
How to solve this equation to find f(n), where
f(n)=1+p*f(n+1)+q*f(n-1). p,q are constant and p+q=1. We already
know two point f(0)=f(d)=0, d is a constant number.
what is f(n) as a function with p,q,d,n?
Show if X ~ F( p, q) , then [(p/q) X]/[1+(p/q)X] ~ beta (p/2,
q/2). Use...
Show if X ~ F( p, q) , then [(p/q) X]/[1+(p/q)X] ~ beta (p/2,
q/2). Use transformation method.
Suppose g: P → Q and f: Q → R where P = {1, 2, 3,...
Suppose g: P → Q and f: Q → R where P = {1, 2, 3, 4},
Q = {a, b, c}, R = {2, 7, 10}, and f and g are defined by
f = {(a, 10), (b, 7), (c, 2)} and g = {(1, b), (2, a), (3, a), (4,
b)}.
(a) Is Function f and g invertible? If yes find f −1
and g −1 or if not why?
(b) Find f o g and g o...
1. Consider the deterministic finite automaton (K, Σ, δ, s, F)
where K =
{p, q,...
1. Consider the deterministic finite automaton (K, Σ, δ, s, F)
where K =
{p, q, r}, Σ = {a, b, c}, s = p, F = {q} and δ is given by the
following chart:
x y
δ(x, y)
p
a q
p
b q
p
c r
q
a r
q
b p
q
c p
r
a r
r
b r
r
c r
Find a regular expression for the language recognized by this
automaton
Find the focal length (10 times) using the equation; 1/p+1/q =
1/f (f = focal length,...
Find the focal length (10 times) using the equation; 1/p+1/q =
1/f (f = focal length, p = object distance, q = image distance).
Find the average value of the focal length. Use a ray diagram to
illustrate this. Please write answer as large and neatly as
possible, detailing all steps.
Data set
Position of mirror (cm)
Position of Screen (cm)
52.3
8.9
59.1
19.5
61.1
22.0
63.1
25.0
65.4
28.0
67.6
31.0
69.9
34.0
73.9
39.0
76.5
42.0
78.7...
If p(x) and q(x) are arbitrary polynomials of degree at most 2,
then the mapping
=p(−1)q(−1)+p(0)q(0)+p(2)q(2)...
If p(x) and q(x) are arbitrary polynomials of degree at most 2,
then the mapping
=p(−1)q(−1)+p(0)q(0)+p(2)q(2) defines an inner product in P3.
Use this inner product to find
, ||p||, ||q||, and the angle θ between p(x) and q(x) for
p(x)=2x^2+3 and q(x)=2x^2−6x.
suppose f is an integral element function on [0,1], p and q are
partitions of [0,1]....
suppose f is an integral element function on [0,1], p and q are
partitions of [0,1].
if Up-Lp <= Uq-La, then q belongs to p.
is this statement true or false? either provide a proof or
counterexample.
A patent monopolist faces a demand curve: P=10-1/3 Q and total
cost F+2Q+2/3 Q^2, where F...
A patent monopolist faces a demand curve: P=10-1/3 Q and total
cost F+2Q+2/3 Q^2, where F is non-negative.
i. What is the monopolist’s short-run profit-maximizing output
and price? What is his short-run profit per period?
ii. In addition to solving for the profit-maximizing output and
price, draw a graph showing the inear demand curve, the marginal
revenue and marginal cost curves that demonstrate the situation
described above