Ricky is half the age of her mother Sharon. Find their ages after 4years and before 3years
Answers
Ricky's age after 4 years would be (x/2 + 4) and before 3 years would be (x/2 - 3).
Sharon's age after 4 years would be (x + 4) and before 3 years would be
(x - 3)
Step-by-step explanation:
Let Sharon's present age be x
so,
Ricky's present age would be x/2
After 4 years,
Sharon's age = x + 4
Ricky age = x/2 + 4
Before 3 years,
Sharon's age = x - 3
Ricky's age = x/2 - 3
Learn more: Find the ages
brainly.in/question/11875908
Answer:
Age of Ricky after 4 years = (x + 4) years
Age of her mother after 4 years = (2x + 4)
years.
Step-by-step explanation:
Given
Ricky's present age = 1/2 of her mother's
age. Ricky's present age = xy ==x years.
To find:
• Ages of them after 4 years = ?
As present age of Ricky is x years.
ATQ:
→x= 1/2 of Mother's age.
→ Mother's age = 2x years
Now.
Age of Ricky after 4 years will be
• Present age + 4
... Age of Ricky = (x + 4) years
Again,
Age of his mother after 4 years will be
• Present age + 4
Age of Sharon after 4 years = (2x + 4)years.
Therefore ages of them after 4 years will be (x+4) & (2x + 4) years respectively.