Q and A for the topic: General

The sum of two times a number and 16 is five times the difference of a number and six. Solve for a variable

The sum of 2 numbers and 16 is 5 times the difference of a number and 6 solver for the variable

CASE 1: Additional Tax In August 2019, a limited liability company incorporated in Chile sent to a taxpayer, without domicile or residence in the country, income for benefits received that are not contained in articles 58 and 59 of the Law on Income Tax. Rent. The withholding of the Additional Tax, carried out by the company in accordance with the rules contained in the first paragraph of article 60 of the Income Tax Law with a general rate of 35%, amounted to $3,000,000.- Based on the information above, you are asked to answer the following questions: a) Is the beneficiary of the income obliged to submit an annual tax return in Chile using Form N° 22? b) What happens to the withholding made by the company, amounting to the sum of $3,000,000, whether or not the taxpayer should file the tax return? CASE 2: Inheritance Tax A natural person, married under the marital partnership regime, died on 08/20/2020 at his home located in Valparaíso, Chile. Background: The deceased's heirs are his spouse and 3 living children. The estate of the deceased records the following assets: Real estate, non-agricultural. Tax valuation upon death: $200,000,000.- Automobile. Tax valuation upon death: $12,400,000.- Shares: $85,000,000.- Inheritance does not declare an inventory of other assets. Tax appraisal, address at death: $65,200,000.- There is no will. Other background: UTM value on the date of death: $49,229.- UTM value on the date of tax payment: $49,673.- (January 2020) Table for determining the Inheritance Tax: FROM TO FIXED DEDUCTION RATE 0.1 UTM 960 UTM 1% of 0 UTM 960.01 UTM 1920 UTM 2.50% 14.4 UTM 1920.01 UTM 3840 UTM 5% 62.4 UTM 3840.01 UTM 5760 UTM 7.50% 158.4 UTM 5760.01 UTM 7680 UTM 10% 302.4 UTM 7680.01 UTM 9600 UTM 15% 686.4 UTM 9600.01 UTM 14440 UTM 20% 1166.4 UTM 14440.01 UTM AND MORE 25% 1886.4 UTM It is requested: a)Determine the percentage of assignment of assets to the succession. b)Determining the tax base affects the Inheritance Tax. c)Determine the tax obligation.

How long is the side of a square whose diagonal is 8 m?

On a long rope unit at each end, a wave propagates with speed v = 12 m/s. This movement is repeated 40 times in one second. What is the wavelength associated with this disturbance?

What equal payments in 3 years and 5 years would replace payments of $42,500 and $60,000 in 7 years and 9 years, respectively? Assume money can earn 3.36% compounded quarterly. Round to the nearest cent

solve the ordinary differential equation y'-y = 0 through power series

perform the solution of the mathematical problem, given s: x= 3-5r, y= 6+kr, z=-1+4r l: 2x+3y+z= 12, 2x+5y=14 find the real number of K of so that the lines are parallel

10,000 people were asked about their taste for hot and iced coffee. Of the 10 thousand people, 4 thousand were women, of which 3 thousand like iced coffee, the rest like hot coffee. Of the men, 4 thousand like iced coffee, the rest like hot coffee. Use a 95% confidence level to establish a confidence interval for the proportion of the population of women who like hot coffee.

(5a-7b)*(a+3b)

At what temperature would 4.67 grams of KCl begin to crystallize in 10mL of water?

Show that the following utility functions have decreasing MRS and explain their marginal utility • U (x, y) = xy • U (x, y) = x2y2 • U (x, y) = ln x + ln y

C₆H₁₁BrN₂ + n(C₆H₁₀O₅)

Find gcd(92928, 123552) and lcm(92928, 123552), and verify that gcd(92928, 123552) · lcm(92928, 123552) = 92928 · 123552. [Hint: First find the prime factorizations of 92928 and 123552.]

At a Health Center in La Esperanza, body temperature is measured upon entry. This has a normal distribution, with a mean of 36.9 C and a standard deviation of 0.08 C. What is the probability of finding patients who have at most 37.1 C?

302°F [(9/5)(°c)] +32

From the receipts of an Oxxo store it appears that from 8 to 10 in the morning purchases are (x) 54, 48, 58, 50, 25, 47, 62, 75, 46, 60, 70, 62, 67, 68, 39, 35, 56, 66, 33, 62, 65, 67 (AND) 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22 Find Half Variance Determine the correlation If it is greater than .80, perform linear regression

Show that f (x) = sin(1/x) defined at (0, 1] is continuous.

Mathematician Euler understood that it is possible to discover the number of edges in a solid with the number of faces and vertices. In this way, it was possible to understand the total volume of three-dimensional objects. In an area of Maria's house, a cube-shaped aquarium will be built, which will be installed in the courtyard of her house. However, Maria would like to know the total volume of this cube, to know how much water she will use. As data, we have: the aquarium will be 1 meter high, 50 cm long and 70 cm deep. Regarding the total volume of the cube, analyze the following sentences: I- The volume will be 0.35 m3, that is, 350 liters. II- The volume will be 35 m3, that is, 3,500 liters. III- The volume will be 0.35 m3, that is, 3,500 liters

José needs to calculate the midpoint of the coordinate points of his test. We understand that calculating the midpoint is important to understand the location of future calculations in geoprocessing. We know that, to calculate the point M(xm,ym), the coordinate point of the segment is described as follows: A1(x1,y1) and A2(x2,y2). José's teacher gave the following data: A1 (2.2) and A2 (6.6). Regarding the midpoint, analyze the following sentences: I- For point X, we use the following formula: xm = ((x1+x2)/2). II- For point Y, we use the following formula: ym= ((y1+Y2)/2). III- The correct answer about the midpoint of segments A1 (2,2) and A2 (6,6) is: 4,4. IV- The correct answer about the midpoint of segments A1 (2,2) and A2 (6,6) is: 3.4