Question
A certain company was formed by 4 shareholders, each of whom owns 4,200, 6,700, 7,200, and 5,700 shares, respectively. If the company is worth US$15,470,000, how much of this money will each shareholder get when the company is sold?
246
likes1230 views
Answer to a math question A certain company was formed by 4 shareholders, each of whom owns 4,200, 6,700, 7,200, and 5,700 shares, respectively. If the company is worth US$15,470,000, how much of this money will each shareholder get when the company is sold?
Adonis
4.4105 Answers
1. Calcular el número total de acciones:
T = 4200 + 6700 + 7200 + 5700 = 23800
2. Determinar el valor de cada acción:
V = \frac{15470000}{23800} \approx 650
3. Multiplicar el valor de cada acción por la cantidad de acciones de cada accionista:
\text{Accionista 1: }4200\times650=2730,000\,\text{USD}
\text{Accionista 2: }6700\times650=4355,000\,\text{USD}
\text{Accionista 3: }7200\times650=4680,000\,\text{USD}
\text{Accionista 4: }5700\times650=3705,000\,\text{USD}
4. Respuesta:
2. Determinar el valor de cada acción:
3. Multiplicar el valor de cada acción por la cantidad de acciones de cada accionista:
4. Respuesta:
Frequently asked questions (FAQs)
Find the roots of the cubic equation x^3 + 5x^2 - 2x - 6 = 0.
+
What values of x satisfy the quadratic equation 2x^2 + 5x - 3 = 0?
+
What is the measure of an angle formed by two intersecting lines if the sum of the adjacent angles is 90 degrees?
+
New questions in Mathematics