Answer :
Answer:
Tom is approximately 6.86 years old. Jerry is approximately 32.14 years old.
Step-by-step explanation:
Let's assign variables to represent their ages:
Let Tom's age = x
Jerry's age = y
According to the given information:
y = 6x - 9 (Jerry’s age is 9 years less than 6 times Tom’s age)
y + x = 39 (The sum of their ages is 39)
Substitute the value of J from the first equation into the second equation:
(6x - 9) + x = 39
7x - 9 = 39
7x = 48
x = 48 / 7
x ≈ 6.86
Now, substitute y back into the first equation to find Jerry's age:
y = 6(6.857) - 9
y = 41.142 - 9
y = 32.142
Therefore, Tom is approximately 6.86 years old and Jerry is approximately 32.14 years old.
Hope this helps!
