Matrix A2= [1 2 3; 4 5 6; 7 8 9; 3 2 4; 6 5 4; 9 8 7]
Note: TA2 is defined to be a linear transformation that maps any vector x to A2* x. That is TA2 = A2*x. Also the range of the Linear transformation represented by A2 is the same as the column space of A2.
l) Find a basis for the null(TA2).
m) Find nullity of A2, TA2 and A2tA2.
n) Find rank(A2), rank(A2t), rank(TA2) and rank(A2tA2).
I don't need any explanation, a concise answer is good enough. Please only help if you can give a full and correct answer, thank you!
In: Advanced Math
| To calculate the number of years until maturity, assume that it is currently January 15, 2013. |
| Company (Ticker) |
Coupon | Maturity | Last Price |
Last Yield |
EST $ Vol (000’s) |
| Xenon, Inc. (XIC) | 5.400 | Jan 15, 2020 | 94.183 | ?? | 57,362 |
| Kenny Corp. (KCC) | 7.125 | Jan 15, 2017 | ?? | 6.02 | 48,941 |
| Williams Co. (WICO) | ?? | Jan 15, 2026 | 94.735 | 6.85 | 43,802 |
| Required: |
|
What is the yield to maturity for the bond issued by Xenon, Inc.? (Do not round intermediate calculations. Round your answer to 2 decimal places (e.g.,32.16).) |
| Yield to maturity | % |
In: Accounting
On January 1, 2015 Sprint issues $300,000 of 12-year bonds with a coupon rate of 9.375% when the market rate for similar bonds is 10%. Interest is paid semi-annually on June 30th and December 31st each year.
Prepare the following journal entries:
e. Prepare the journal entry for December 31, 2026 when the bonds are repaid.
In: Accounting
X Company purchases exploration rights for A on January 1, 2019 and has responsibility to restore the land after extraction is complete by December 31, 2026 (i.e., 8 years). There is a 40% chance restoration will cost $700,000, a 50% chance restoration will cost $900,000, and a 10% chance restoration will cost $1,500,000. All other costs associated with the A deposit total $1,750,000. The applicable interest rate is 8%.
What does company X record for cost of A?
Suppose the balance of X Company's asset retirement obligation on January 1, 2024, is $646,826. What does X record as accretion expense for the fiscal year ending December 31, 2024?
In: Accounting
Evaluate the integral.
∫4−2. (1/(x+5)((x^2)+16)) dx
In: Math
1. Consider this reaction: 2 C2H2 + 5 O2 ? 4 CO2 + 2 H2O If 222 grams of C2H2 reacts completely in this reaction: What mass of O2 will be required? What mass of CO2 will be formed?
2. What is the molarity of a solution formed by dissolving 58.6 grams of KClO3 in enough water to make a solution with a volume of 750.0 milliliters?
4. A solution of 6.0 M NaOH with a volume of 250 milliliters was diluted until its volume was 450 milliliters. What is the molarity of the diluted solution?
In: Chemistry
1.
a. Determine the angle (in radians) between the vectors 〈4, −5, 6〉 and 〈−2, 2, 3〉.
b. Find the vector projection of 〈1, 2, 4〉 onto 〈1, 1, 1〉.
c. Compute the cross product 〈2, 3, 4〉 × 〈1, 0, −1〉.
In: Math
Solve the following first order differential equations:
(a) 2/?^ ???/?? = 4?^2? ; ?(0) = −1/ 3
(b) ??/?? + ? = ? ; ?(0) = 5
(c) ??/?? + ? /? = ? 3 ; ? ( 1/2 ) = 1
In: Math
) Solve the linear difference equation: ?(? + 2) − 4?(? + 1) + 3?(?) = 2 ??(?)
Given the initial conditions: ?(0) = 1 , ?(1) = 2
In: Electrical Engineering
Calculate the MRR in a drilling process that is done with a 2 1 4 - inches radius drill bit, in one piece whose drilling depth is H = 5 3 8 inches and it takes 1/2 hr. Keep in mind that the perforation is not through the workpiece and that the conical tip of the hole has a height of ½ inch.
In: Mechanical Engineering