Joseph is 3/5 times as old as John.What is the ratio of John's age to Joseph's age?
John's age ---- x
Joe's age ---- (3/5)x
John's age : Joe's age
= x : 3x/5
= 1 : 3/5
= 5 : 3
Let's assume John's age is represented by J and Joseph's age is represented by J. Given that Joseph is 3/5 times as old as John, we can set up the equation:
Joseph's age = (3/5) * John's age
Substituting J for John's age and J for Joseph's age, the equation becomes:
J = (3/5) * J
To simplify the equation, we can multiply both sides by 5 to remove the fraction:
5 * J = 3 * J
Now, let's divide both sides by J to isolate J:
5 = 3
This equation is not possible, as 5 cannot equal 3. Therefore, there is an error in the information provided. Please double-check the given data.
To find the ratio of John's age to Joseph's age, we need to determine their ages relative to each other.
Let's assume John's age as J and Joseph's age as J.
According to the given information, Joseph is 3/5 times as old as John. This can be expressed as:
Joseph's age = (3/5) * John's age.
To find the ratio, we divide John's age by Joseph's age:
Ratio = John's age / Joseph's age
Substituting the values:
Ratio = J / [(3/5) * J]
Simplifying the expression:
Ratio = 5/3
Therefore, the ratio of John's age to Joseph's age is 5:3.