Question

Дедушке 58 лет, его сыну 32года,внукам11 и 7 лет . Через сколько лет возраст дедушки будет равен сумме возрастов его сына и внуков.

Answer 1

32+11+7=50 А дедушке уже 58 Тоесть он уже достиг возраста и его возраст больше суммы возраста сына и внука

Answer 2

Calculation of the Age of the Grandfather

To determine the number of years it will take for the grandfather's age to be equal to the sum of his son's age and the ages of his grandchildren, we need to calculate the current age difference between the grandfather and the sum of his son's age and the ages of his grandchildren.

Currently, the grandfather is 58 years old, his son is 32 years old, and his grandchildren are 11 and 7 years old. To find the age difference, we add the son's age and the ages of the grandchildren and subtract it from the grandfather's age:

Age difference = Grandfather's age - (Son's age + Grandchildren's ages)

Age difference = 58 - (32 + 11 + 7)

Age difference = 58 - 50

Age difference = 8

Therefore, currently, the grandfather is 8 years older than the sum of his son's age and the ages of his grandchildren.

To find out how many years it will take for the grandfather's age to be equal to the sum of his son's age and the ages of his grandchildren, we need to divide the age difference by 2. This is because the grandfather's age will decrease by 1 year each year, while the sum of his son's age and the ages of his grandchildren will increase by 1 year each year.

Number of years = Age difference / 2

Number of years = 8 / 2

Number of years = 4

Therefore, it will take 4 years for the grandfather's age to be equal to the sum of his son's age and the ages of his grandchildren.

Please note that the information provided is based on the given ages and assumes that there are no changes in the ages of the individuals mentioned.