Question

doy 80 puntos si responden bien y corona, si responden lgo absurdo denuncio

Solve the following problems, taking into account the criteria mentioned above. 1. A man leaves
an inheritance of $ 16,500,000 to distribute between 3 sons and two daughters,

and orders that each daughter receive $ 2,000,000 more than each son. Find the part that
corresponds to each son and daughter.
2. If the side of a square is doubled, its perimeter increases by 40 m. Find the measure of the
side of the square.
3. Enrique's age is half that of Pedro; Juan's triple that of Enrique and Eugenio's double that
of Juan. If the four ages add up to 132 years, how old is each?
4. If the side of a square is increased by 8 units, its perimeter is tripled. How long is the side?
5. A father is 20 years older than his son. In 12 years, the father will be twice the age of the
son. How old is each one today?
6. Three baskets contain 575 apples. The first basket has 10 more apples than the second
and 15 more than the third. How many apples are in each basket?
7. Divide $ 3,100,000 among three people so that the second receives $ 200,000 less than
the first and $ 400,000 more than the third.

Answer 1

Respuesta:

The total is 16,500, each son has "x" and each daughter has x + 2000, as there are two sons, the total amount that the sons have is 3x, and that of the daughters is 2x + 4000, and these two totals add up to 16500, so the equation would look like:

Explicación paso a paso:

espero sirva de algo