Question

how many order of all subgroup of Z^{*}12?

please show me in detail..

Answer #1

Let G be a finite group and let H be a subgroup of order n.
Suppose that H is the only subgroup of order n. Show that H is
normal in G.
Hint: Consider the subgroup aHa-1 of G.
Please explain in detail!

Please show me how to solve this on a financial calculator in
detail. A 1,000 face value bond currently has a YTM of 8.22
percent. The bond matured in 5 years and pays interest semi
annually. The coupon rate is 7.5 percent. What is the current price
of this bond?

3. a) Suppose that H is a proper subgroup of Z that contains 12,
30, and 54. What are the possibilities for what H could be?
(HINT: You may use without proof that all subgroups of Z are of
the formnZ. We will prove this fact later in the semester.)
b) Now, suppose that H is a proper subgroup of Z that contains a
and b. What are the possibilities for what H could be?

Can someone show me a diagram of the urea cycle in detail with
all enzymes and cofactors as well as the sources of nitrogen
entering the cycle?

P(-1.34<z<o) Round to four decimals as needed
please show me how you did this. im very comfused thank you

Explain Z Value with an Example and Graph. PLEASE SHOW DETAIL OF
YOUR SET UP, FORMULA, CALCULATION. NO EXCEL! Thank
you!

Let p be a prime. Show that a group of order
pa has a normal subgroup of order
pb for every nonnegative integer b ≤
a.

How many individuals in this population die between their first
and second birthday? Please show me how to calculate it!
Age
nx
dx
lx
mx
lxmx
0
100
35
1.00
0
0
1
65
?
0.65
0
0
2
45
15
?
3
1.35
3
30
20
0.30
1
?
4
10
10
0.10
1
0.10
5
0
0
0.00
1
0

Prove that A_4 (a group of order 4!//2 = 24/2 = 12) has no
subgroup H of order 6 by showing:
1) all squares of elements A_4 must be H since (A_4:H) =2
2) All eight 3 -cycles are squares and hence must be in H.

Please show all calculations and explain the answer in detail.
If using Excel please show data.
practice #7
If the current exchange rate is 105 Japanese yen per U.S.
dollar, the price of a Big Mac hamburger in the United States is
$3.41, and the price of a Big Mac hamburger in Japan is 380 yen,
then other things equal, the Big Mac hamburger in Japan is
______________ (over-valued/under-valued/fairly-valued).

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