Question Solved1 Answer In the year ended 31 December 20X9, there were 12 million ordinary shares in issue. In the year ended 31 December 20X9 the earnings available for ordinary shareholders amounted to INR 5 million. There are 1 million 10% INR 1 convertible loan notes in issue, convertible at the rate of 3 ordinary shares for every INR 4 of notes in the year ended 31/12/20X9 and the rate of company tax is 30%. Required: What is the fully diluted EPS for the year ended 31 December 20X9?

Current Attempt in Progress Oriole Croissant Ltd. (OC) is a wholesale bakery that supplies flash-frozen croissants to restaurants, hotels, and other commercial customers. OC began operating in August 2024 and had the following transactions in its first month: Aug. 1 OC issued 26,400 common shares to its two founding shareholders in exchange for \( \$ 220,000 Current Attempt in Progress Oriole Croissant Ltd. (OC) is a wholesale bakery that supplies flash-frozen croissants to restaurants, hotels, and other commercial customers. OC began operating in August 2024 and had the following transactions in its first month: Aug. 1 OC issued 26,400 common shares to its two founding shareholders in exchange for \( \$ 220,000 \) in cash and equipment valued at \( \$ 44,000 \). 1 The company borrowed \( \$ 88,000 \) from the Commercial Bank at an interest rate of \( 6 \% \). The borrowing agreement terms state that the loan is to be repaid at the end of each month in the amount of \( \$ 2,200 \) per month plus interest. (Use Bank Loan Payable) 3 In order to access a commercial kitchen, OC leased the site of a former restaurant, paying \( \$ 5,280 \), of which \( \$ 2,640 \) represented the rent for August and the balance was a damage deposit. 8 OC purchased flour and other ingredients costing \( \$ 28,860 \) on account. 12 OC paid \( \$ 5,980 \) to a local marketing company for its logo design and media planning services. 14 OC recorded its sales of the first two weeks of the month. Total sales (half in cash and half on account) amounted to \( \$ 44,180 \), and the inventory related to these sales was determined to have a cost of \( \$ 15,050 \). 19 Paid the suppliers \( \$ 22,000 \) for goods previously purchased on account. 25 Collections from customers on account totalled \( \$ 19,890 \). 26 OC purchased additional inventory (flour and so on) on account for \( \$ 20,240 \). 29 OC received an invoice from its natural gas supplier for \( \$ 2,380 \), which is payable on September 14. 31 OC recorded the sales for the balance of the month. Sales for this period totalled \( \$ 53,500 \), of which \( \$ 17,600 \) was on account. The cost of the ingredients from inventory related to these sales amounted to \( \$ 20,700 \). 31 OC's six full-time employees were paid \( \$ 3,430 \) each in wages for the month. 31 OC made the loan payment required under the terms of the borrowing agreement. 31 OC's board of directors declared a dividend of \( \$ 1 \) per share to the holders of the company's common shares. Prepare all necessary journal entries related to the above transactions. (Record journal entries in the order presented in the problem. List all debit entries before credit entries. Credit account titles are automatically indented when the amount is entered. Do not indent manually. If no entry is required, select "No Entry" for the account titles and enter \( \mathrm{O} \) for the amounts.) Prepare all necessary journal entries related to the above transactions. (Record journal entries in the order presented in the problem. List all (To record sale of goods) (To record the cost) (To record sale of goods) (To record the cost) Aug. 31 Wages Expense 20,580 (To record sale of goods) (To record the cost) \begin{tabular}{l} Aug. 31 Wages Expense \\ \hline Cash \end{tabular} (To record wages paid to employees) Aug. \( 31 \vee \) Cash (To record payment of loan) Aug. \( 31 \vee \) Dividends Declared Cash (To record dividend declared)

HW2.1. Finding the parametric solution Find the parametric solution of the following linear system: = -3 121 + 0x2 + 0x3 1x1 +-1x2 + 2x3 121 + 1x2 + 2x3 = -5 = -1 21= x1 { x 0% 22= X2 ? x 0% X3 = x3 ? 100% How to enter your answer: If you think that x1 = 2x2 + 3x3 + 5, then enter 2*x2 + 3*x3 + 5. If you think that X2 is free, then enter x2.

Case: - The population of a coal mining community mid-yearwas 8,700. - The number of new cases of lung cancer in this community between January 1 and June 30 (mid-year) \( =68 \). - The total number of cases of lung cancer as per the cancer registry in this community as of June \( 30=215 \). - The annual mortality rate in this community is \( 11.5 \) per Case: - The population of a coal mining community mid-yearwas 8,700. - The number of new cases of lung cancer in this community between January 1 and June 30 (mid-year) \( =68 \). - The total number of cases of lung cancer as per the cancer registry in this community as of June \( 30=215 \). - The annual mortality rate in this community is \( 11.5 \) per 1000 (higher than the national average). 62 people in this community died of lung cancer this year. Questions 4-10 are based on the case presentedabove. Show all work for calculations including formulas used. These are found in the power point presentation this week. 4. Calculate the incidence rate (per 1000 ) of lung cancer in this community for the 6- month period. 5. Calculate the prevalence rate of lung cancer per 1000 for this community June 30 6. Calculate the actual number of people in the community expected to die this year. 7. Calculate the disease specific mortality rate in this community for lung cancer. 8. Calculate the case fatality rate in percentage for lung cancer in this community.

242 Equipotential Surfaces and the Electric Field Two large, parallel conducting plates are 10.0 cm apart and have charges of equal magnitude and opposite sign on their facing surfaces. The plates are oriented so that an electrostatic force of 5.96 x 10-15 acts to the right on an electron placed anywhere between the two plates (Neglect fringing.) Find the magnitude of the electric field between the plates. Enter a positive number if the field points to the right and a negative number if the field points to the left. N c Save for Later Submit Answer

Parts E and B please 5. Compute the power Px and the energy Ex for each of the following signals: (a) x(t) = e-3tu(t) (b) x(t) = ej(2t+31/4) (c) x(t) = cos(t/2) (d) x[n] = (?)"u[n] (e) x[n] = ej(1/2+31/8) (f) x[n] = cos (31n/4)

1. Derive an expression for the horizontal distance of a vertical staff from a tacheometer if the line of sight of the telescope is horizontal 2. Derive expressions for the horizontal distance D and the vertical intercept (difference) V when the staff is (a) elevation and (b) depression. 3. The distance between a tachometer station and a staff station is measured to be 50.85 m. with the line of sight horizontal, the stadia hair readings are found to be 1.99 m and 1.395 m. Determine the instrument constant. 4. The following readings were taken with a tacheometer on to a vertical staff and zero vertical angle. Horizontal Distance Stadia Readings 46.2 m 0.78; 1.01; 1.24 51.2 m 1.86; 2.16; 2.47 Calculate the tacheometric constants. 5. The following readings were taken with tachometers on a vertical staff stand on three points, if the elevation the station point is 45.9 m and the height of instrument is 17.6 dm. Stadia readings Vertical angle 0.795, 1.025, 1.255 1.875, 2.180, 2.485 5 30 1.368, 2.359, 3.35 -6° 45' Find the distance from station to each staff point and their reduced levels? 6. In determining the elevation of point A and the distance between two points, A and B, a theodolite is set up at A and the following data are obtained: Z or a = 92° 45', stadia interval = 1.311m, hi = 1.28 m, and the line of sight at 2.62 m (central staff reading). The instrument constant K = 100 and C = 0.03 m. The elevation of B is 38.28 m. compute the distance AB and elevation of point A. 7. The elevation of station P is 345.67m. The height of theodolite over that station is 1.23m. When observing a rod held on station Q, the following data are recorded, Vertical angle - - 9° 45', lower staid hair = 0.83, center hair = 1.23, upper stadia hair = 1.63. Determine the distance between P and Q, and elevation of Q. 8. Stadia readings were taken with a theodolite on a vertical staff with the telescope inclined at a V.C.R of 93°30'. The staff readings were 299, 205 and 112 cm. The reduced level of the staff station is 100.75m, and the height of the instrument is 14 Dm. What is the reduced level of the ground at the instrument? Take constants as 100 and zero. 9. A tacheometer is setup at an intermediate point on a traverse course PQ and the following observations are made on a staff held vertical. Staff Station V.C.R + 279° 30' + 275900 Staff Intercept (S) Central Hair Readings 2.250 2.105 2.055 1.975 The constants are 100 and 0. Compute the length PQ and the reduced level of Q. if RL of P- 350.50 m. 10. From an instrument station Pof R.L 218.56 m two depressed lines of sight were taken to a staff held vertically over a station Q. The staff readings obtained is 3.160 m and 1.310m. The angels of depression of the lines of sight are 7 15 and 87. Find the horizontal distance between the two stations. Find also the R.L of the station Q. The height of instrument above the station P is 1.51m. 11. A theodolite was set over a station A of reduced level 44.620m, the instrument height being 1.425m. Observations were taken by tangent method to the 3m and 0.60m marks on each staff held vertically at three stations B, C and D with the following results. Instrument station Staff Station V.C.R 27910 885 95°15 273 30 9224 112 10 Find the distances from A to each station and their reduced levels? 12. Observations with a tachometer gave staff intercepts of 0.595m and 1.490m with telescope Horizontal and the staff held vertically at Horizontal distance of 61.062m and 152.40m respectively from the instrument, calculate the instrument constant and additive constant of the tachometer. The instrument was then set over a station with R.L 80.559m. the height of the instrument axis above the station point being 1.29 m. the readings of the three hairs on a vertical staff were 0.915m, 1895m and 2.875m, the telescope being inclined at 8 above the Horizontal. Determine the R.L of the staff station and its distance from the center the instrument.